Project acronym PHOTONET-C4
Project Characterising the Gene Regulatory Networks Governing Photosynthesis: From Basic Understanding to Targeted Engineering
Researcher (PI) Steven Bryan Kelly
Host Institution (HI) THE CHANCELLOR, MASTERS AND SCHOLARS OF THE UNIVERSITY OF OXFORD
Call Details Starting Grant (StG), LS2, ERC-2014-STG
Summary Photosynthesis underpins life on earth. Despite its fundamental importance, our knowledge of the molecular regulators that control the expression of photosynthetic genes is limited, and only four transcription factors are known to regulate the expression of cohorts of photosynthetic genes in plants.
This project aims to address this knowledge gap by identifying and characterising the molecular regulators that control the expression of photosynthetic genes. This aim will be achieved through an innovative high-throughput strategy that exploits a naturally occurring cellular subdivision of photosynthesis, known as C4 photosynthesis, that has evolved independently in over 60 different plant lineages.
Using two species that represent independent origins of C4 (Setaria italica and Sorghum bicolor) and two related C3 species (Oryza sativa and Dichanthelium oligosanthes) the aims of this project will be achieved through the following objectives:
1) In each of the four species, characterise the DNA binding motifs of 100 (orthologous) transcription factors that are differentially regulated in the C4 species.
2) Identify candidate transcription factors whose targets are photosynthetic genes through comparative bioinformatic approaches.
3) Overexpress candidate transcription factors in rice (C3) and validate the downstream targets using transcriptomic approaches.
My combined expertise in molecular biology and bioinformatics puts me in an excellent position to deliver this project and identify the transcription factors that regulate photosynthesis in plants. By focusing on C4 photosynthesis, this project will provide fundamental insight into both plant evolution and the regulation of photosynthesis. Moreover, it will accelerate international efforts that aim to introduce C4 traits into globally important C3 crops such as rice and wheat.
Summary
Photosynthesis underpins life on earth. Despite its fundamental importance, our knowledge of the molecular regulators that control the expression of photosynthetic genes is limited, and only four transcription factors are known to regulate the expression of cohorts of photosynthetic genes in plants.
This project aims to address this knowledge gap by identifying and characterising the molecular regulators that control the expression of photosynthetic genes. This aim will be achieved through an innovative high-throughput strategy that exploits a naturally occurring cellular subdivision of photosynthesis, known as C4 photosynthesis, that has evolved independently in over 60 different plant lineages.
Using two species that represent independent origins of C4 (Setaria italica and Sorghum bicolor) and two related C3 species (Oryza sativa and Dichanthelium oligosanthes) the aims of this project will be achieved through the following objectives:
1) In each of the four species, characterise the DNA binding motifs of 100 (orthologous) transcription factors that are differentially regulated in the C4 species.
2) Identify candidate transcription factors whose targets are photosynthetic genes through comparative bioinformatic approaches.
3) Overexpress candidate transcription factors in rice (C3) and validate the downstream targets using transcriptomic approaches.
My combined expertise in molecular biology and bioinformatics puts me in an excellent position to deliver this project and identify the transcription factors that regulate photosynthesis in plants. By focusing on C4 photosynthesis, this project will provide fundamental insight into both plant evolution and the regulation of photosynthesis. Moreover, it will accelerate international efforts that aim to introduce C4 traits into globally important C3 crops such as rice and wheat.
Max ERC Funding
1 482 363 €
Duration
Start date: 2015-11-01, End date: 2020-10-31
Project acronym Plio-ESS
Project Pliocene Constraints on Earth System Sensitivity
Researcher (PI) Alan Michael Haywood
Host Institution (HI) UNIVERSITY OF LEEDS
Call Details Starting Grant (StG), PE10, ERC-2011-StG_20101014
Summary The magnitude of long-term global temperature rise due to an increasing concentration of carbon dioxide (CO2) in the atmosphere is a question of relevance to policy makers and society. Previous studies have addressed this issue on the basis of the equilibrium response of the climate system due to fast feedbacks such as clouds and sea ice-albedo, often referred to as Climate Sensitivity. Plio-ESS will use the new concept of Earth System Sensitivity that additionally includes slow feedbacks such as those derived from changes in the major ice sheets and vegetation distribution. This has the potential to revolutionise the scientific debate on anthropogenic emissions of greenhouse gases and climate stabilisation targets. The aim of the project is to produce a robust estimate of the Earth System Sensitivity using the last interval in Earth history when CO2 was at modern or near future levels – the mid-Pliocene Warm Period. Using a combined modelling and geological data approach, Plio-ESS will integrate reconstructions of mid-Pliocene vegetation and ice sheets into climate and Earth system models. In this context Plio-ESS will push the frontier of palaeoclimatology by using state-of-the-art models which will enable the importance of resolution, improved model physics and the inclusion of additional Earth System components on model estimates of Earth System Sensitivity to be identified. Ensembles of experiments exploring the plausible range in model boundary conditions and physics will also quantify the uncertainty on estimates of Earth System Sensitivity. The outcome of the project will be a rigorous estimate of Earth System Sensitivity, which can be used by climate scientists and policy makers in defining stabilisation targets for greenhouse gas emissions and global temperatures to avoid dangerous levels of climate change.
Summary
The magnitude of long-term global temperature rise due to an increasing concentration of carbon dioxide (CO2) in the atmosphere is a question of relevance to policy makers and society. Previous studies have addressed this issue on the basis of the equilibrium response of the climate system due to fast feedbacks such as clouds and sea ice-albedo, often referred to as Climate Sensitivity. Plio-ESS will use the new concept of Earth System Sensitivity that additionally includes slow feedbacks such as those derived from changes in the major ice sheets and vegetation distribution. This has the potential to revolutionise the scientific debate on anthropogenic emissions of greenhouse gases and climate stabilisation targets. The aim of the project is to produce a robust estimate of the Earth System Sensitivity using the last interval in Earth history when CO2 was at modern or near future levels – the mid-Pliocene Warm Period. Using a combined modelling and geological data approach, Plio-ESS will integrate reconstructions of mid-Pliocene vegetation and ice sheets into climate and Earth system models. In this context Plio-ESS will push the frontier of palaeoclimatology by using state-of-the-art models which will enable the importance of resolution, improved model physics and the inclusion of additional Earth System components on model estimates of Earth System Sensitivity to be identified. Ensembles of experiments exploring the plausible range in model boundary conditions and physics will also quantify the uncertainty on estimates of Earth System Sensitivity. The outcome of the project will be a rigorous estimate of Earth System Sensitivity, which can be used by climate scientists and policy makers in defining stabilisation targets for greenhouse gas emissions and global temperatures to avoid dangerous levels of climate change.
Max ERC Funding
1 419 968 €
Duration
Start date: 2011-12-01, End date: 2016-11-30
Project acronym PPHPI
Project Physical principles in host-pathogen interactions
Researcher (PI) Robert Endres
Host Institution (HI) IMPERIAL COLLEGE OF SCIENCE TECHNOLOGY AND MEDICINE
Call Details Starting Grant (StG), LS2, ERC-2011-StG_20101109
Summary "In recent breakthrough publications, I developed quantitative models of accurate chemo-sensing in biological cells, as well as obtained important insights into how cells engulf and eat other cells and particles. The novelty of these works is the merging of the natural sciences of physics and biology for discovering general, overarching principles in biology. Now I propose to bring my research to a new level by tackling host-pathogen interactions, irrespective of established disciplinary boundaries.
While individual signalling pathways are often well characterised in different cell types, an integrative view is largely missing. For instance, the chemical environments of pathogens are generally uncharacterised such as occurring in complex bacterial communities in an host organism. Furthermore, the strategies of how our immune cells sense and hunt their bacterial prey remain unknown. Specifically, how do they sense minute chemical signatures left by bacteria? Once an immune cell encounters a bacterium, what are the determinants of successful engulfment and destruction of the pathogen? To address these questions, I will investigate how bacteria perceive their environment with cell-surface receptors, including what chemical stimuli and gradients their sensory systems have adapted to by evolution. I will identify the strategies of cells for achieving highly accurate sensing, and study the dependence of engulfment on bacterial cell shape, stiffness, and ligand density. Answering these questions is of fundamental importance since it would identify how infections arise, spread and are cleared, with pharmaceutical applications in near sight.
To conduct this research, the ERC Starting Grant would allow me, by assembling a cutting-edge and creative research team, to consolidate my research interests into one major stream for maximal impact. I would finally establish myself as an independent researcher, who delivers predictive and quantitative biology in Europe."
Summary
"In recent breakthrough publications, I developed quantitative models of accurate chemo-sensing in biological cells, as well as obtained important insights into how cells engulf and eat other cells and particles. The novelty of these works is the merging of the natural sciences of physics and biology for discovering general, overarching principles in biology. Now I propose to bring my research to a new level by tackling host-pathogen interactions, irrespective of established disciplinary boundaries.
While individual signalling pathways are often well characterised in different cell types, an integrative view is largely missing. For instance, the chemical environments of pathogens are generally uncharacterised such as occurring in complex bacterial communities in an host organism. Furthermore, the strategies of how our immune cells sense and hunt their bacterial prey remain unknown. Specifically, how do they sense minute chemical signatures left by bacteria? Once an immune cell encounters a bacterium, what are the determinants of successful engulfment and destruction of the pathogen? To address these questions, I will investigate how bacteria perceive their environment with cell-surface receptors, including what chemical stimuli and gradients their sensory systems have adapted to by evolution. I will identify the strategies of cells for achieving highly accurate sensing, and study the dependence of engulfment on bacterial cell shape, stiffness, and ligand density. Answering these questions is of fundamental importance since it would identify how infections arise, spread and are cleared, with pharmaceutical applications in near sight.
To conduct this research, the ERC Starting Grant would allow me, by assembling a cutting-edge and creative research team, to consolidate my research interests into one major stream for maximal impact. I would finally establish myself as an independent researcher, who delivers predictive and quantitative biology in Europe."
Max ERC Funding
1 343 230 €
Duration
Start date: 2012-01-01, End date: 2016-12-31
Project acronym PRCTOERC
Project Novel Regulatory Principles of Polycomb Repressive Complex 2
Researcher (PI) Philipp Christopher Voigt
Host Institution (HI) THE UNIVERSITY OF EDINBURGH
Call Details Starting Grant (StG), LS2, ERC-2014-STG
Summary Posttranslational modifications of histone proteins have emerged as central regulators of gene expression. Through the factors that install, interpret, and erase them, histone marks control access to the genome, establishing chromatin environments that either support or counteract transcription. The histone methyltransferase Polycomb repressive complex 2 (PRC2) is crucially involved in gene repression all throughout development and adulthood, and it is often misregulated in cancer. Despite significant advances in the field, key aspects of PRC2 function remain largely elusive. The overarching goal of this project is to enhance our understanding of how PRC2 is regulated and how it controls the expression of developmental genes in embryonic stem cells. To this end, my research team and I will analyse how PRC2 cooperates with other histone modifiers and chromatin organisers at enhancers to achieve poising of developmental genes (Aim 1). These studies will enable us to appreciate how the pivotal PRC2 module interfaces with other players in the complex chromatin regulatory system, contributing to a much-needed integrated view of chromatin regulation. We will further unravel how generation of the recently discovered asymmetric nucleosomes, in which the two copies of histone H3 are disparately modified (Voigt et al., Cell, 2012), is controlled by PRC2-intrinsic catalytic properties and through interactions with other chromatin modifiers (Aim 2). This will ultimately allow modulating asymmetry in vivo, providing unprecedented means to assess its impact on PRC2 function and chromatin structure. Lastly, I aim to re-evaluate the issue of PRC2 recruitment to its target loci by employing a systems biology-informed quantitative approach (Aim 3). Together, the aims of this ambitious project will significantly advance our understanding of PRC2 and its role in the establishment of chromatin states, which are crucial to embryonic stem cell physiology and deregulated in cancer.
Summary
Posttranslational modifications of histone proteins have emerged as central regulators of gene expression. Through the factors that install, interpret, and erase them, histone marks control access to the genome, establishing chromatin environments that either support or counteract transcription. The histone methyltransferase Polycomb repressive complex 2 (PRC2) is crucially involved in gene repression all throughout development and adulthood, and it is often misregulated in cancer. Despite significant advances in the field, key aspects of PRC2 function remain largely elusive. The overarching goal of this project is to enhance our understanding of how PRC2 is regulated and how it controls the expression of developmental genes in embryonic stem cells. To this end, my research team and I will analyse how PRC2 cooperates with other histone modifiers and chromatin organisers at enhancers to achieve poising of developmental genes (Aim 1). These studies will enable us to appreciate how the pivotal PRC2 module interfaces with other players in the complex chromatin regulatory system, contributing to a much-needed integrated view of chromatin regulation. We will further unravel how generation of the recently discovered asymmetric nucleosomes, in which the two copies of histone H3 are disparately modified (Voigt et al., Cell, 2012), is controlled by PRC2-intrinsic catalytic properties and through interactions with other chromatin modifiers (Aim 2). This will ultimately allow modulating asymmetry in vivo, providing unprecedented means to assess its impact on PRC2 function and chromatin structure. Lastly, I aim to re-evaluate the issue of PRC2 recruitment to its target loci by employing a systems biology-informed quantitative approach (Aim 3). Together, the aims of this ambitious project will significantly advance our understanding of PRC2 and its role in the establishment of chromatin states, which are crucial to embryonic stem cell physiology and deregulated in cancer.
Max ERC Funding
1 496 523 €
Duration
Start date: 2015-06-01, End date: 2020-05-31
Project acronym ProbDynDispEq
Project Probabilistic and Dynamical Study of Nonlinear Dispersive Equations
Researcher (PI) Choong hong (Tadahiro) Oh
Host Institution (HI) THE UNIVERSITY OF EDINBURGH
Call Details Starting Grant (StG), PE1, ERC-2014-STG
Summary Nonlinear dispersive partial differential equations (PDEs) appear ubiquitously as models describing wave phenomena in various branches of physics and engineering. Over the last few decades, multilinear harmonic analysis has played a crucial role in the development of the theoretical understanding of the subject. Furthermore, in recent years, a non-deterministic point of view has been incorporated into the study of nonlinear dispersive PDEs, enabling us to study typical behaviour of solutions in a probabilistic manner and go beyond the limit of deterministic analysis.
The main objective of this proposal is to develop novel mathematical ideas and techniques, and make significant progress on some of the central problems related to the nonlinear Schrödinger equations (NLS) and the Korteweg-de Vries equation (KdV) from both the deterministic and probabilistic points of view. In particular, we consider the following long term projects:
1. We will study properties of invariant Gibbs measures for nonlinear Hamiltonian PDEs. One project involves establishing a new connection between the limiting behaviour of the Gibbs measures and the concentration phenomena of finite time blowup solutions. The other project aims to understand the space-time covariance of the Gibbs measures in the weakly nonlinear regime.
2. We will first construct the invariant white noise for the cubic NLS on the circle. Then, we will provide a statistical description of the global-in-time dynamics for the stochastic KdV and stochastic cubic NLS on the circle with additive space-time white noise.
3. We will develop novel analytical techniques and construct the local-in-time dynamics for the cubic NLS on the circle in a low regularity.
4. We will advance the understanding of traveling waves and prove scattering for some energy-critical NLS with non-vanishing boundary conditions.
Summary
Nonlinear dispersive partial differential equations (PDEs) appear ubiquitously as models describing wave phenomena in various branches of physics and engineering. Over the last few decades, multilinear harmonic analysis has played a crucial role in the development of the theoretical understanding of the subject. Furthermore, in recent years, a non-deterministic point of view has been incorporated into the study of nonlinear dispersive PDEs, enabling us to study typical behaviour of solutions in a probabilistic manner and go beyond the limit of deterministic analysis.
The main objective of this proposal is to develop novel mathematical ideas and techniques, and make significant progress on some of the central problems related to the nonlinear Schrödinger equations (NLS) and the Korteweg-de Vries equation (KdV) from both the deterministic and probabilistic points of view. In particular, we consider the following long term projects:
1. We will study properties of invariant Gibbs measures for nonlinear Hamiltonian PDEs. One project involves establishing a new connection between the limiting behaviour of the Gibbs measures and the concentration phenomena of finite time blowup solutions. The other project aims to understand the space-time covariance of the Gibbs measures in the weakly nonlinear regime.
2. We will first construct the invariant white noise for the cubic NLS on the circle. Then, we will provide a statistical description of the global-in-time dynamics for the stochastic KdV and stochastic cubic NLS on the circle with additive space-time white noise.
3. We will develop novel analytical techniques and construct the local-in-time dynamics for the cubic NLS on the circle in a low regularity.
4. We will advance the understanding of traveling waves and prove scattering for some energy-critical NLS with non-vanishing boundary conditions.
Max ERC Funding
1 007 811 €
Duration
Start date: 2015-03-01, End date: 2020-02-29
Project acronym PSC and LMCF
Project Positive Scalar Curvature and Lagrangian Mean Curvature Flow
Researcher (PI) Andre Da Silva Graça Arroja Neves
Host Institution (HI) IMPERIAL COLLEGE OF SCIENCE TECHNOLOGY AND MEDICINE
Call Details Starting Grant (StG), PE1, ERC-2011-StG_20101014
Summary The interplay between Geometry and Analysis has been among the most fruitful mathematical ideas in recent years, the most obvious example being Perelman's proof of Poincare' conjecture. The goal of this proposal is to establish a research group that will make significant progress in the following two distinct problems.
Scalar Curvature: A classical theorem in Riemannian Geometry states that nonnegative scalar curvature metrics which are flat outside a compact set must be Euclidean. The equivalent problem for positive scalar curvature is known as the Min-Oo conjecture and, after being checked in many particular cases, was recently disproven by myself and coauthors. I plan to prove optimal results relating positive scalar curvature and area of minimal surfaces. I also plan to show that these manifolds admit an infinite number of minimal surfaces (Yau's conjecture). My approach consists of studying min-max methods in order to obtain existence of higher-index minimal surfaces.
Mean curvature flow: An hard open problem consists in determining which Lagrangians in a Calabi-Yau admit a minimal Lagrangian (SLag) in their isotopy class and a complete answer would have a strong impact in Algebraic Geometry and Mirror Symmetry. A well known approach consists in deforming a given Lagrangian in the direction of its mean curvature and hope to show convergence to a SLag. The difficulty with this method is that finite-time singularities can occur.
I plan to study the regularity theory for this flow and show singularities have codimension two. This would be the ground stage to continue the flow past the singular time. My approach consists in classifying the possible parabolic blow-ups and find monotone quantities which will rule out non SLag blow-ups.
Summary
The interplay between Geometry and Analysis has been among the most fruitful mathematical ideas in recent years, the most obvious example being Perelman's proof of Poincare' conjecture. The goal of this proposal is to establish a research group that will make significant progress in the following two distinct problems.
Scalar Curvature: A classical theorem in Riemannian Geometry states that nonnegative scalar curvature metrics which are flat outside a compact set must be Euclidean. The equivalent problem for positive scalar curvature is known as the Min-Oo conjecture and, after being checked in many particular cases, was recently disproven by myself and coauthors. I plan to prove optimal results relating positive scalar curvature and area of minimal surfaces. I also plan to show that these manifolds admit an infinite number of minimal surfaces (Yau's conjecture). My approach consists of studying min-max methods in order to obtain existence of higher-index minimal surfaces.
Mean curvature flow: An hard open problem consists in determining which Lagrangians in a Calabi-Yau admit a minimal Lagrangian (SLag) in their isotopy class and a complete answer would have a strong impact in Algebraic Geometry and Mirror Symmetry. A well known approach consists in deforming a given Lagrangian in the direction of its mean curvature and hope to show convergence to a SLag. The difficulty with this method is that finite-time singularities can occur.
I plan to study the regularity theory for this flow and show singularities have codimension two. This would be the ground stage to continue the flow past the singular time. My approach consists in classifying the possible parabolic blow-ups and find monotone quantities which will rule out non SLag blow-ups.
Max ERC Funding
1 100 000 €
Duration
Start date: 2012-01-01, End date: 2016-12-31
Project acronym QRGRAPH
Project Quasirandomness in Graphs and Hypergraphs
Researcher (PI) Daniela Kuehn
Host Institution (HI) THE UNIVERSITY OF BIRMINGHAM
Call Details Starting Grant (StG), PE1, ERC-2010-StG_20091028
Summary A structure is called quasirandom if it has a number of properties that one would expect from a random structure with similar parameters. For instance, a graph is quasirandom if its edges are spread evenly over the vertices. This concept has been remarkably useful in many areas, including Number theory, Graph theory and the design of algorithms.
Quasirandomness is a field that is developing very rapidly, but there are many connections and properties that are still unexplored. In my proposal, I will concentrate on 4 important topics where I believe that quasirandomness is crucial to further progress: hypergraph matchings, decompositions of graphs, topological subgraphs as well as sparse graphs and hypergraphs.
As an illustration of a matching problem, consider a group of people and construct a graph by drawing an edge if they like each other - a perfect matching splits the people into teams of 2 which can work together. How and when this can be achieved for teams of 2 is well understood, but not for teams of 3 or more people. This can be formulated as a hypergraph matching problem. I believe that quasirandom decompositions can be used to give quite general sufficient conditions which guarantee a perfect hypergraph matching.
A better understanding of quasirandomness of sparse hypergraphs would have applications e.g. to checking whether a Boolean formula is satisfiable. This is one of the fundamental problems in Theoretical Computer Science.
Summary
A structure is called quasirandom if it has a number of properties that one would expect from a random structure with similar parameters. For instance, a graph is quasirandom if its edges are spread evenly over the vertices. This concept has been remarkably useful in many areas, including Number theory, Graph theory and the design of algorithms.
Quasirandomness is a field that is developing very rapidly, but there are many connections and properties that are still unexplored. In my proposal, I will concentrate on 4 important topics where I believe that quasirandomness is crucial to further progress: hypergraph matchings, decompositions of graphs, topological subgraphs as well as sparse graphs and hypergraphs.
As an illustration of a matching problem, consider a group of people and construct a graph by drawing an edge if they like each other - a perfect matching splits the people into teams of 2 which can work together. How and when this can be achieved for teams of 2 is well understood, but not for teams of 3 or more people. This can be formulated as a hypergraph matching problem. I believe that quasirandom decompositions can be used to give quite general sufficient conditions which guarantee a perfect hypergraph matching.
A better understanding of quasirandomness of sparse hypergraphs would have applications e.g. to checking whether a Boolean formula is satisfiable. This is one of the fundamental problems in Theoretical Computer Science.
Max ERC Funding
742 749 €
Duration
Start date: 2010-12-01, End date: 2015-11-30
Project acronym QUANTESS
Project Quantitative Analysis of Textual Data for Social Sciences
Researcher (PI) Kenneth Richard Benoit
Host Institution (HI) LONDON SCHOOL OF ECONOMICS AND POLITICAL SCIENCE
Call Details Starting Grant (StG), SH2, ERC-2011-StG_20101124
Summary QUANTESS would develop innovative methods for the quantitative analysis of textual data in the social sciences. These methods would be sharply distinguished by more traditional content analysis schemes for analyzing texts – whether computer-assisted or not – by their explicit treatment of words as pure data, from which inductive statistical procedures may be used to estimate latent traits. Besides unlocking features of the texts not possible through interpretative methods, the “text as data” approach also allows rapid analysis of huge volumes of text in any language, providing a means for researchers to deal with the ubiquitous textual data now available. Existing statistical methods for textual data analysis exist, but these are still primitive in their development, relying on untested assumptions and unproven applicability, based on only short “proof-of-concept” demonstrations. In addition, there exists no single book-length work explaining the field of textual data analysis for the social sciences. Finally, software tools for applying textual data analysis techniques, particularly the advanced scaling models, are poorly maintained and documented and not accessible to users lacking a high degree of programming ability. QUANTESS would deliver on all three fronts: methodological innovation, dissemination of knowledge uniting all existing knowledge in a graduate-level text (plus a website, short courses, and instructional materials including videos), and creation of powerful yet accessible free software to be used for all analysis from the project and the resulting books and articles.
Summary
QUANTESS would develop innovative methods for the quantitative analysis of textual data in the social sciences. These methods would be sharply distinguished by more traditional content analysis schemes for analyzing texts – whether computer-assisted or not – by their explicit treatment of words as pure data, from which inductive statistical procedures may be used to estimate latent traits. Besides unlocking features of the texts not possible through interpretative methods, the “text as data” approach also allows rapid analysis of huge volumes of text in any language, providing a means for researchers to deal with the ubiquitous textual data now available. Existing statistical methods for textual data analysis exist, but these are still primitive in their development, relying on untested assumptions and unproven applicability, based on only short “proof-of-concept” demonstrations. In addition, there exists no single book-length work explaining the field of textual data analysis for the social sciences. Finally, software tools for applying textual data analysis techniques, particularly the advanced scaling models, are poorly maintained and documented and not accessible to users lacking a high degree of programming ability. QUANTESS would deliver on all three fronts: methodological innovation, dissemination of knowledge uniting all existing knowledge in a graduate-level text (plus a website, short courses, and instructional materials including videos), and creation of powerful yet accessible free software to be used for all analysis from the project and the resulting books and articles.
Max ERC Funding
1 357 920 €
Duration
Start date: 2011-11-01, End date: 2017-04-30
Project acronym QuantGeomLangTFT
Project The Quantum Geometric Langlands Topological Field Theory
Researcher (PI) David Andrew Jordan
Host Institution (HI) THE UNIVERSITY OF EDINBURGH
Call Details Starting Grant (StG), PE1, ERC-2014-STG
Summary We will use modern techniques in derived algebraic geometry, topological field theory and quantum groups to construct quantizations of character varieties, moduli spaces parameterizing G-bundles with flat connection on a surface. We will leverage our construction to shine new light on the geometric representation theory of quantum groups and double affine Hecke algebras (DAHA's), and to produce new invariants of knots and 3-manifolds.
Our previous research has uncovered strong evidence for the existence of a novel construction of quantum differential operators -- and their extension to higher genus surfaces -- in terms of a four-dimensional topological field theory, which we have dubbed the Quantum Geometric Langlands (QGL) theory. By construction, the QGL theory of a surface yields a quantization of its character variety; quantum differential operators form just the first interesting example. We thus propose the following long-term projects:
1. Build higher genus analogs of DAHA's, equipped with mapping class group actions -- thereby solving a long open problem -- by computing QGL theory of arbitrary surfaces; recover quantum differential operators and the (non-degenerate, spherical) DAHA of G, respectively, from the once-punctured and closed two-torus.
2. Obtain a unified construction of both the quantized A-polynomial and the Oblomkov-Rasmussen-Shende invariants, two celebrated -- and previously unrelated -- conjectural knot invariants which have received a great deal of attention.
3. By studying special features of our construction when the quantization parameter is a root of unity, realize the Verlinde algebra as a module over the DAHA, shedding new light on fundamental results of Cherednik and Witten.
4. Develop genus one, and higher, quantum Springer theory -- a geometric approach to constructing representations of quantum algebras -- with deep connections to rational and elliptic Springer theory, and geometric Langlands program.
Summary
We will use modern techniques in derived algebraic geometry, topological field theory and quantum groups to construct quantizations of character varieties, moduli spaces parameterizing G-bundles with flat connection on a surface. We will leverage our construction to shine new light on the geometric representation theory of quantum groups and double affine Hecke algebras (DAHA's), and to produce new invariants of knots and 3-manifolds.
Our previous research has uncovered strong evidence for the existence of a novel construction of quantum differential operators -- and their extension to higher genus surfaces -- in terms of a four-dimensional topological field theory, which we have dubbed the Quantum Geometric Langlands (QGL) theory. By construction, the QGL theory of a surface yields a quantization of its character variety; quantum differential operators form just the first interesting example. We thus propose the following long-term projects:
1. Build higher genus analogs of DAHA's, equipped with mapping class group actions -- thereby solving a long open problem -- by computing QGL theory of arbitrary surfaces; recover quantum differential operators and the (non-degenerate, spherical) DAHA of G, respectively, from the once-punctured and closed two-torus.
2. Obtain a unified construction of both the quantized A-polynomial and the Oblomkov-Rasmussen-Shende invariants, two celebrated -- and previously unrelated -- conjectural knot invariants which have received a great deal of attention.
3. By studying special features of our construction when the quantization parameter is a root of unity, realize the Verlinde algebra as a module over the DAHA, shedding new light on fundamental results of Cherednik and Witten.
4. Develop genus one, and higher, quantum Springer theory -- a geometric approach to constructing representations of quantum algebras -- with deep connections to rational and elliptic Springer theory, and geometric Langlands program.
Max ERC Funding
1 100 948 €
Duration
Start date: 2015-06-01, End date: 2020-05-31
Project acronym RanDM
Project Randomness and pseudorandomness in discrete mathematics
Researcher (PI) David-GERARD Conlon
Host Institution (HI) THE CHANCELLOR, MASTERS AND SCHOLARS OF THE UNIVERSITY OF OXFORD
Call Details Starting Grant (StG), PE1, ERC-2015-STG
Summary Discrete mathematics has seen enormous advances in the last few years, with solutions being found to a number of famous and long-standing questions, such as the Erdos distinct distance problem and the existence conjecture for combinatorial designs. Much of this progress owes to an increased understanding of random and pseudorandom objects. An entire framework, known as the probabilistic method, has grown around the application of randomness to combinatorial problems, while pseudorandomness is playing an increasingly important role.
In this proposal, we will consider a range of problems, some stemming from the direct study of random and pseudorandom objects and others arising in areas where randomness and pseudorandomness have proved to be of particular importance. We will be particularly concerned with extensions of the regularity method to sparse graphs and improving bounds for a number of classical problems in graph Ramsey theory. These problems are of a fundamental nature and any progress is likely to lead to new techniques with broader scope for application.
Summary
Discrete mathematics has seen enormous advances in the last few years, with solutions being found to a number of famous and long-standing questions, such as the Erdos distinct distance problem and the existence conjecture for combinatorial designs. Much of this progress owes to an increased understanding of random and pseudorandom objects. An entire framework, known as the probabilistic method, has grown around the application of randomness to combinatorial problems, while pseudorandomness is playing an increasingly important role.
In this proposal, we will consider a range of problems, some stemming from the direct study of random and pseudorandom objects and others arising in areas where randomness and pseudorandomness have proved to be of particular importance. We will be particularly concerned with extensions of the regularity method to sparse graphs and improving bounds for a number of classical problems in graph Ramsey theory. These problems are of a fundamental nature and any progress is likely to lead to new techniques with broader scope for application.
Max ERC Funding
1 106 719 €
Duration
Start date: 2016-07-01, End date: 2021-06-30
Project acronym RAPT
Project Is Religion Special? Reformulating Secularism and Religion in Legal and Contemporary Theory
Researcher (PI) Cecile Laborde
Host Institution (HI) UNIVERSITY COLLEGE LONDON
Call Details Starting Grant (StG), SH2, ERC-2011-StG_20101124
Summary RAPT (Religion And Political Theory) aims to re-assess the foundations of the special nature of religion in legal and political theory, by reference to the growing body of multi-disciplinary literature about post secularism. Its main research question is: how can the special status of religion in secular politics and law be explained and justified?
In western politics and law, religion has a special status. On the one hand, there is supposed to be a unique separation between the state and religion; and, on the other hand, the state gives special protection to religious beliefs and organizations qua religious. The religious neutrality of the state and respect for freedom of religion are the two salient features of the relationship between religion, law and politics.
What is rarely noted is that these features rely on a distinctive understanding of religion, born out of the particular trajectory of western secularisation. One upshot of long-standing, protracted struggles between religious and political authorities is that, in western society at least, religion is seen as importantly and relevantly distinct from other spheres of human and social life. So, instead of presenting the problem in a simplistically dichotomous fashion (‘secular’ versus ‘religious’ or ‘post-secular’), RAPT sees religion itself as the contested term in the debate between secularism and its critics.
The central hypothesis of RAPT is that the ‘specialness’ of religion is defensible in light of important political and legal ideals, but that it needs to be substantially modified and refined in response to philosophical, anthropological, historical, political and sociological post-secular critiques.
To demonstrate this, RAPT is divided into three complementary projects: A Typology of the Political-Legal Construction of Religion; An Analytical Assessment of the Post-Secular Critique and A Normative Reformulation of Secularity and Religion.
Summary
RAPT (Religion And Political Theory) aims to re-assess the foundations of the special nature of religion in legal and political theory, by reference to the growing body of multi-disciplinary literature about post secularism. Its main research question is: how can the special status of religion in secular politics and law be explained and justified?
In western politics and law, religion has a special status. On the one hand, there is supposed to be a unique separation between the state and religion; and, on the other hand, the state gives special protection to religious beliefs and organizations qua religious. The religious neutrality of the state and respect for freedom of religion are the two salient features of the relationship between religion, law and politics.
What is rarely noted is that these features rely on a distinctive understanding of religion, born out of the particular trajectory of western secularisation. One upshot of long-standing, protracted struggles between religious and political authorities is that, in western society at least, religion is seen as importantly and relevantly distinct from other spheres of human and social life. So, instead of presenting the problem in a simplistically dichotomous fashion (‘secular’ versus ‘religious’ or ‘post-secular’), RAPT sees religion itself as the contested term in the debate between secularism and its critics.
The central hypothesis of RAPT is that the ‘specialness’ of religion is defensible in light of important political and legal ideals, but that it needs to be substantially modified and refined in response to philosophical, anthropological, historical, political and sociological post-secular critiques.
To demonstrate this, RAPT is divided into three complementary projects: A Typology of the Political-Legal Construction of Religion; An Analytical Assessment of the Post-Secular Critique and A Normative Reformulation of Secularity and Religion.
Max ERC Funding
1 200 000 €
Duration
Start date: 2012-01-01, End date: 2016-12-31
Project acronym REF-MIG
Project Refugees are Migrants: Refugee Mobility, Recognition and Rights
Researcher (PI) Cathryn Costello
Host Institution (HI) THE CHANCELLOR, MASTERS AND SCHOLARS OF THE UNIVERSITY OF OXFORD
Call Details Starting Grant (StG), SH2, ERC-2016-STG
Summary This project begins with the basic premise that refugees are migrants: by legal definition and political conception, they have left their home countries to seek refuge. This project aims to re-assess refugee protection through a lens of mobility and migration, locating the study of refugee law in the context of the refugee regime. It examines the three key aspects of refugee law – access to protection, refugee status determination, and refugee rights – bringing them into conversation with the refugee regime’s norms and practices on responsibility-sharing and solutions. Crucially, the project takes a long and broad view of refugee protection, in order to open up new possibilities and trajectories. It also integrates a legal assessment of the role of non-state actors in refugee protection. Using the broad notion of ‘intermediary’ in the migration process, it will assess the regulatory environment on access to protection, so-called ‘secondary movement’ and onward migration. It will provide an important legal assessment of the role of the International Organisation for Migration (IOM) and the duties of humanitarian actors in refugee protection. It addresses the EU, not as a singularity, but as an actor in the global regime.
The project is methodologically ground-breaking. It identifies practices that determine access to and the quality of refugee protection, and how these practices have developed across jurisdictions and over time, thereby historicizing and reframing the practices in question. As well as rigorous doctrinal (‘black letter’) legal analysis, it will use go beyond doctrine, and draw on theoretical conceptions of legality to explore the particular modes of regulating mobility and migration that are now central to refugee protection. It will also develop new inter-disciplinary methods, using comparative legal, historical and political-scientific tools.
Summary
This project begins with the basic premise that refugees are migrants: by legal definition and political conception, they have left their home countries to seek refuge. This project aims to re-assess refugee protection through a lens of mobility and migration, locating the study of refugee law in the context of the refugee regime. It examines the three key aspects of refugee law – access to protection, refugee status determination, and refugee rights – bringing them into conversation with the refugee regime’s norms and practices on responsibility-sharing and solutions. Crucially, the project takes a long and broad view of refugee protection, in order to open up new possibilities and trajectories. It also integrates a legal assessment of the role of non-state actors in refugee protection. Using the broad notion of ‘intermediary’ in the migration process, it will assess the regulatory environment on access to protection, so-called ‘secondary movement’ and onward migration. It will provide an important legal assessment of the role of the International Organisation for Migration (IOM) and the duties of humanitarian actors in refugee protection. It addresses the EU, not as a singularity, but as an actor in the global regime.
The project is methodologically ground-breaking. It identifies practices that determine access to and the quality of refugee protection, and how these practices have developed across jurisdictions and over time, thereby historicizing and reframing the practices in question. As well as rigorous doctrinal (‘black letter’) legal analysis, it will use go beyond doctrine, and draw on theoretical conceptions of legality to explore the particular modes of regulating mobility and migration that are now central to refugee protection. It will also develop new inter-disciplinary methods, using comparative legal, historical and political-scientific tools.
Max ERC Funding
1 499 611 €
Duration
Start date: 2018-01-01, End date: 2022-12-31
Project acronym REGVARMHC
Project Genetic and epigenetic determinants of allele-specific gene expression in the human Major Histocompatibility Complex
Researcher (PI) Julian Charles Knight
Host Institution (HI) THE CHANCELLOR, MASTERS AND SCHOLARS OF THE UNIVERSITY OF OXFORD
Call Details Starting Grant (StG), LS2, ERC-2011-StG_20101109
Summary The overall aim of this proposal is to understand how individual genetic and epigenetic variation in the Major Histocompatibility Complex (MHC) on chromosome 6p21 may determine susceptibility to autoimmune, infectious and inflammatory disease. The human MHC is a paradigm for genomics, showing remarkable polymorphism and striking association with disease, but causal genetic variants remain largely unresolved. The identification of specific disease risk variants is particularly challenging in the MHC due to the extent of genetic diversity now recognised, the complexity of coinheritance between genetic markers and the difficulty of resolving specific regulatory variants modulating gene expression. We have previously established the importance of allele-specific gene expression in the MHC at specific loci including the TNF, HSP70 and HLA-DRB1 genes. We now propose a comprehensive global analysis for the MHC addressing the following specific objectives: (1) to define allele-specific transcription across the classical MHC for disease associated haplotypes in specific peripheral blood cells using RNA sequencing; (2) to compliment this by identifying allelic differences in gene regulation at the level of chromatin structure and histone modifications; (3) to resolve DNA sequence variants associated with differences in MHC gene expression by quantitative trait mapping in healthy volunteers; (4) to investigate the extent and consequences of allele-specific DNA methylation in the MHC; (5) to functionally characterise specific gene loci showing evidence of allele-specific gene expression in the context of reported disease associations. The proposal is scientifically ambitious, using cutting edge genomic technologies to address in innovative ways a major roadblock in this field of scientific research. The work is of significant translational importance as we apply genomic medicine to improve care for the individual patient and advance our understanding of disease pathogenesis.
Summary
The overall aim of this proposal is to understand how individual genetic and epigenetic variation in the Major Histocompatibility Complex (MHC) on chromosome 6p21 may determine susceptibility to autoimmune, infectious and inflammatory disease. The human MHC is a paradigm for genomics, showing remarkable polymorphism and striking association with disease, but causal genetic variants remain largely unresolved. The identification of specific disease risk variants is particularly challenging in the MHC due to the extent of genetic diversity now recognised, the complexity of coinheritance between genetic markers and the difficulty of resolving specific regulatory variants modulating gene expression. We have previously established the importance of allele-specific gene expression in the MHC at specific loci including the TNF, HSP70 and HLA-DRB1 genes. We now propose a comprehensive global analysis for the MHC addressing the following specific objectives: (1) to define allele-specific transcription across the classical MHC for disease associated haplotypes in specific peripheral blood cells using RNA sequencing; (2) to compliment this by identifying allelic differences in gene regulation at the level of chromatin structure and histone modifications; (3) to resolve DNA sequence variants associated with differences in MHC gene expression by quantitative trait mapping in healthy volunteers; (4) to investigate the extent and consequences of allele-specific DNA methylation in the MHC; (5) to functionally characterise specific gene loci showing evidence of allele-specific gene expression in the context of reported disease associations. The proposal is scientifically ambitious, using cutting edge genomic technologies to address in innovative ways a major roadblock in this field of scientific research. The work is of significant translational importance as we apply genomic medicine to improve care for the individual patient and advance our understanding of disease pathogenesis.
Max ERC Funding
1 496 899 €
Duration
Start date: 2012-01-01, End date: 2016-12-31
Project acronym REMNANTS
Project Living With Remnants: Politics, Materiality and Subjectivity in the Aftermath of Past Atrocities in Turkey
Researcher (PI) Yael Navaro-Yashin
Host Institution (HI) THE CHANCELLOR MASTERS AND SCHOLARS OF THE UNIVERSITY OF CAMBRIDGE
Call Details Starting Grant (StG), SH2, ERC-2011-StG_20101124
Summary The proposed project aims to study 'remnants' from past atrocities in contemporary Turkey and its associated migrant and diaspora communities elsewhere. 'Remnants' are conceptualized as multiplex phenomena which have an enduring effect in the after-life of persons and communities which were once associated with them. These may be material remains in the form of houses, temples, and other forms of built and spatial structure once used and inhabited by communities that were displaced, deported, ethnically cleansed, or exterminated. They may also be immaterial affects, in the form of memory or the imagination as associated with past atrocities, such as accounts of haunting and/or loss in the aftermath of violence. 'Remnants' figure in subjective worlds in embodied forms, where contemporary inhabitants of Turkey have begun to claim Armenian, Greek, or Kurdish ancestry. They are also 'political' insofar as they constitute the context for ongoing inter-communitarian relations in and outside Turkey, relations which sometimes take 'legal' and 'economic' forms. This project proposes to ethnographically study 'remnants' in Turkey and its diaspora communities at a time when Turkey is being challenged to face its past of mass atrocities. We propose to actualize this research by focusing on four key city-sites (Tunceli-Elazig, Mardin, Diyarbakir-Batman, and Antakya) in Turkey's under-studied south and south Eastern regions, relevant from the point of view of the mass atrocities targeting Armenians, Assyrian-Syriacs, Alevis, Kurds and other local communities which this project aims to focus on. The project will be composed of four ethnographic sub-projects in these sites and their respective diasporas outside Turkey (Syria, Cyprus, Germany, Sweden) composed of migrants, deportees, survivors, or refugees from the sites of mass atrocity. The project will employ innovative methodologies in ethnographic and archival research in addressing the aftermath of violence in Turkey.
Summary
The proposed project aims to study 'remnants' from past atrocities in contemporary Turkey and its associated migrant and diaspora communities elsewhere. 'Remnants' are conceptualized as multiplex phenomena which have an enduring effect in the after-life of persons and communities which were once associated with them. These may be material remains in the form of houses, temples, and other forms of built and spatial structure once used and inhabited by communities that were displaced, deported, ethnically cleansed, or exterminated. They may also be immaterial affects, in the form of memory or the imagination as associated with past atrocities, such as accounts of haunting and/or loss in the aftermath of violence. 'Remnants' figure in subjective worlds in embodied forms, where contemporary inhabitants of Turkey have begun to claim Armenian, Greek, or Kurdish ancestry. They are also 'political' insofar as they constitute the context for ongoing inter-communitarian relations in and outside Turkey, relations which sometimes take 'legal' and 'economic' forms. This project proposes to ethnographically study 'remnants' in Turkey and its diaspora communities at a time when Turkey is being challenged to face its past of mass atrocities. We propose to actualize this research by focusing on four key city-sites (Tunceli-Elazig, Mardin, Diyarbakir-Batman, and Antakya) in Turkey's under-studied south and south Eastern regions, relevant from the point of view of the mass atrocities targeting Armenians, Assyrian-Syriacs, Alevis, Kurds and other local communities which this project aims to focus on. The project will be composed of four ethnographic sub-projects in these sites and their respective diasporas outside Turkey (Syria, Cyprus, Germany, Sweden) composed of migrants, deportees, survivors, or refugees from the sites of mass atrocity. The project will employ innovative methodologies in ethnographic and archival research in addressing the aftermath of violence in Turkey.
Max ERC Funding
1 398 013 €
Duration
Start date: 2012-01-01, End date: 2016-12-31
Project acronym RGGC
Project Random Graph Geometry and Convergence
Researcher (PI) Agelos Georgakopoulos
Host Institution (HI) THE UNIVERSITY OF WARWICK
Call Details Starting Grant (StG), PE1, ERC-2014-STG
Summary We propose an intradisciplinary research programme in pure mathematics, with graph theory at the epicenter and rich connections to other fields.
Although the bonds between graph theory and other branches of mathematics have been growing in recent years, large parts of graph theory are still almost isolated from the rest of mathematics, and conversely, there are fields based on graphs that still make hardly any use of graph-theoretic machinery: the study of Cayley graphs in combinatorial group theory, the recent notion of Benjamini– Schramm convergence, and the many instances of approximating continuous spaces by graphs in various contexts are such examples.
The RGGC project offers concrete graph theoretic approaches to important challenges in the afore- mentioned fields. At the same time, advances in graph theory using group theoretic and analytic machinery will be achieved. The project comprises 4 research Themes overarching a wide mathematical scenery.
Theme 1 unites the worlds of Benjamini–Schramm convergence and graph minor theory using tech- niques from enumerative and analytic combinatorics that were applied for the first time in this context by the PI.
Theme 2 builds on the deepest part of the PI’s past work to offer a new perspective to geometric random graphs profiting from a sophisticated theory triggered by Kesten’s random walks on groups.
Theme 3 aims at deepening the understanding of cover time of graphs by exploring its extremal and typical behaviour using the concept of cover cost, an approach pioneered by the PI.
Theme 4 introduces diffusions on continuous, graph-like spaces in the sense of Thomassen & Vella motivated by both theoretic and applied considerations.
The proposed research not only attacks challenging questions in each of thease areas, it also creates bridges for transferring knowledge and tools among them, through concrete novel approaches of the PI that have already achieved initial success.
Summary
We propose an intradisciplinary research programme in pure mathematics, with graph theory at the epicenter and rich connections to other fields.
Although the bonds between graph theory and other branches of mathematics have been growing in recent years, large parts of graph theory are still almost isolated from the rest of mathematics, and conversely, there are fields based on graphs that still make hardly any use of graph-theoretic machinery: the study of Cayley graphs in combinatorial group theory, the recent notion of Benjamini– Schramm convergence, and the many instances of approximating continuous spaces by graphs in various contexts are such examples.
The RGGC project offers concrete graph theoretic approaches to important challenges in the afore- mentioned fields. At the same time, advances in graph theory using group theoretic and analytic machinery will be achieved. The project comprises 4 research Themes overarching a wide mathematical scenery.
Theme 1 unites the worlds of Benjamini–Schramm convergence and graph minor theory using tech- niques from enumerative and analytic combinatorics that were applied for the first time in this context by the PI.
Theme 2 builds on the deepest part of the PI’s past work to offer a new perspective to geometric random graphs profiting from a sophisticated theory triggered by Kesten’s random walks on groups.
Theme 3 aims at deepening the understanding of cover time of graphs by exploring its extremal and typical behaviour using the concept of cover cost, an approach pioneered by the PI.
Theme 4 introduces diffusions on continuous, graph-like spaces in the sense of Thomassen & Vella motivated by both theoretic and applied considerations.
The proposed research not only attacks challenging questions in each of thease areas, it also creates bridges for transferring knowledge and tools among them, through concrete novel approaches of the PI that have already achieved initial success.
Max ERC Funding
1 177 905 €
Duration
Start date: 2015-05-01, End date: 2020-04-30
Project acronym RISeR
Project Rates of Interglacial Sea-level Change, and Responses
Researcher (PI) Natasha Louise Mary BARLOW
Host Institution (HI) UNIVERSITY OF LEEDS
Call Details Starting Grant (StG), PE10, ERC-2018-STG
Summary Global sea-level rise is one of our greatest environmental challenges and is predicted to continue for hundreds of years, even if global greenhouse-gas emissions are stopped immediately. However, the range, rates and responses to sea-level rise beyond 2100 are poorly understood. Current models that project sea-level rise centuries into the future have large uncertainties because the recent observations upon which they are based, encompass too limited a range of climate variability. Therefore, it is crucial to turn to the geological record where there are large-scale changes in climate. Global temperatures during the Last Interglacial were ~1oC warmer than pre-industrial values and 3-5oC warmer at the poles (a pattern similar to that predicted in the coming centuries), and global sea level was 6-9 m higher, far above that experienced in human memory.
Through the RISeR project, I will lead a step-change advance in our understanding of the magnitude, rates and drivers of sea-level change during the Last Interglacial, to inform both global and regional sea-level projections beyond 2100. Specifically I will:
1. Develop new palaeoenvironmental reconstructions of Last Interglacial sea-level change from northwest Europe;
2. Provide the first ever chronological constraints on the timing, and therefore rates, of relative sea-level change that occurred in northwest Europe during the Last Interglacial;
3. Use state-of-the-art numerical modelling to distinguish the relative contributions of the Greenland and Antarctica ice sheets to global sea-level rise during the Last Interglacial;
4. Provide estimates of the land areas and exposed populations in northwest Europe at risk of inundation by long-term (2100+) sea-level rise, providing high-end scenarios critical for coastal-risk management practice.
These ambitious objectives will result in a state-of-the-art integrated study of the most appropriate analogue for a critical global environmental challenge; future sea-level rise.
Summary
Global sea-level rise is one of our greatest environmental challenges and is predicted to continue for hundreds of years, even if global greenhouse-gas emissions are stopped immediately. However, the range, rates and responses to sea-level rise beyond 2100 are poorly understood. Current models that project sea-level rise centuries into the future have large uncertainties because the recent observations upon which they are based, encompass too limited a range of climate variability. Therefore, it is crucial to turn to the geological record where there are large-scale changes in climate. Global temperatures during the Last Interglacial were ~1oC warmer than pre-industrial values and 3-5oC warmer at the poles (a pattern similar to that predicted in the coming centuries), and global sea level was 6-9 m higher, far above that experienced in human memory.
Through the RISeR project, I will lead a step-change advance in our understanding of the magnitude, rates and drivers of sea-level change during the Last Interglacial, to inform both global and regional sea-level projections beyond 2100. Specifically I will:
1. Develop new palaeoenvironmental reconstructions of Last Interglacial sea-level change from northwest Europe;
2. Provide the first ever chronological constraints on the timing, and therefore rates, of relative sea-level change that occurred in northwest Europe during the Last Interglacial;
3. Use state-of-the-art numerical modelling to distinguish the relative contributions of the Greenland and Antarctica ice sheets to global sea-level rise during the Last Interglacial;
4. Provide estimates of the land areas and exposed populations in northwest Europe at risk of inundation by long-term (2100+) sea-level rise, providing high-end scenarios critical for coastal-risk management practice.
These ambitious objectives will result in a state-of-the-art integrated study of the most appropriate analogue for a critical global environmental challenge; future sea-level rise.
Max ERC Funding
1 997 681 €
Duration
Start date: 2019-02-01, End date: 2024-01-31
Project acronym ROBUSTFINMATH
Project Robust Financial Mathematics: model-ambiguous framework for valuation and risk management
Researcher (PI) Jan Krzysztof Obloj
Host Institution (HI) THE CHANCELLOR, MASTERS AND SCHOLARS OF THE UNIVERSITY OF OXFORD
Call Details Starting Grant (StG), PE1, ERC-2013-StG
Summary "The last forty years have seen a remarkable interplay between Mathematics and contemporary Finance. At the heart of the successful growth of Mathematical Finance was a perfect fit between its dominant model--specific framework and the tools of stochastic analysis. However, this approach has always had important limitations, and the dangers of overreach have been illustrated by the dramatic events of the recent financial crisis.
I set out to create a coherent mathematical framework for valuation, hedging and risk management, which starts with the market information and not an a priori probabilistic setup. The main objectives are: (i) to incorporate both historical data and current option prices as inputs of the proposed robust framework, and (ii) to establish pricing-hedging duality, define the concept of no-arbitrage and prove a Fundamental Theorem of Asset Pricing, all in a constrained setting where the market information, and not a probability space, is fixed from the outset. Further, I will test the performance of robust valuation and hedging methods.
The project proposes a genuine change of paradigm. It requires building novel mathematical tools combining pathwise stochastic calculus, embedding problems, martingale optimal transport, variation inequalities as well as numerical methods.
Significant research efforts have focused on introducing and investigating a form of model uncertainty in Financial Mathematics. This project makes an important next step. Motivated by recent contributions, it builds a framework which consistently combines model ambiguity with a comprehensive use of market information. Further, it has built-in flexibility to interpolate between the model-specific and model-independent settings. It offers a new theoretical foundation opening horizons for future research. Moreover, it provides novel tools which could be applied by the financial industry."
Summary
"The last forty years have seen a remarkable interplay between Mathematics and contemporary Finance. At the heart of the successful growth of Mathematical Finance was a perfect fit between its dominant model--specific framework and the tools of stochastic analysis. However, this approach has always had important limitations, and the dangers of overreach have been illustrated by the dramatic events of the recent financial crisis.
I set out to create a coherent mathematical framework for valuation, hedging and risk management, which starts with the market information and not an a priori probabilistic setup. The main objectives are: (i) to incorporate both historical data and current option prices as inputs of the proposed robust framework, and (ii) to establish pricing-hedging duality, define the concept of no-arbitrage and prove a Fundamental Theorem of Asset Pricing, all in a constrained setting where the market information, and not a probability space, is fixed from the outset. Further, I will test the performance of robust valuation and hedging methods.
The project proposes a genuine change of paradigm. It requires building novel mathematical tools combining pathwise stochastic calculus, embedding problems, martingale optimal transport, variation inequalities as well as numerical methods.
Significant research efforts have focused on introducing and investigating a form of model uncertainty in Financial Mathematics. This project makes an important next step. Motivated by recent contributions, it builds a framework which consistently combines model ambiguity with a comprehensive use of market information. Further, it has built-in flexibility to interpolate between the model-specific and model-independent settings. It offers a new theoretical foundation opening horizons for future research. Moreover, it provides novel tools which could be applied by the financial industry."
Max ERC Funding
1 218 639 €
Duration
Start date: 2014-01-01, End date: 2018-12-31
Project acronym ROC-CO2
Project Carbon dioxide (CO2) emissions by rock-derived organic carbon oxidation
Researcher (PI) Robert George Hilton
Host Institution (HI) UNIVERSITY OF DURHAM
Call Details Starting Grant (StG), PE10, ERC-2015-STG
Summary The global carbon cycle controls Earth’s climate by the emission and drawdown of carbon dioxide (CO2) from the atmosphere. One of the major sources of CO2 is thought to be the oxidation of organic carbon contained in rocks during chemical weathering. Since the industrial revolution, this flux has been accelerated by burning fossil fuels. However, the natural rates of CO2 emission by rock-derived organic carbon oxidation are very poorly constrained – the only major CO2 source that has not been properly quantified – and the dominant controls on this flux remain unclear. The CO2 release is likely to be ~100 TgC/yr, similar to degassing from volcanoes. Without knowing the rate of CO2 emission and the controls on this flux, it is not possible to fully understand the evolution of atmospheric CO2 and global climate over geological timescales, nor to project future changes over hundreds to thousands of years. To address this deficit and quantify a major geological CO2 source, the proposal will:
1) Assess which factors govern rock-derived organic carbon oxidation.
2) Determine how environmental changes impact oxidation rates and CO2 release.
3) Quantify the global CO2 emissions by rock-derived organic carbon oxidation during chemical weathering, and assess how they may have varied both over Earth history and via anthropogenic change.
By quantifying a major CO2 emission for the first time, this project will provide a step change in our understanding of the geological, as opposed to the anthropogenically-modified, carbon cycle. Measurement of rock-derived organic carbon oxidation will require a new approach, harnessing state-of-the-art geochemical proxies carried by rivers (rhenium). Data from river catchments spanning large gradients in the likely environmental controls (erosion, temperature), will elucidate the main factors governing this process, and enable construction of a data-driven numerical model to provide the first quantification of CO2 emissions by this process.
Summary
The global carbon cycle controls Earth’s climate by the emission and drawdown of carbon dioxide (CO2) from the atmosphere. One of the major sources of CO2 is thought to be the oxidation of organic carbon contained in rocks during chemical weathering. Since the industrial revolution, this flux has been accelerated by burning fossil fuels. However, the natural rates of CO2 emission by rock-derived organic carbon oxidation are very poorly constrained – the only major CO2 source that has not been properly quantified – and the dominant controls on this flux remain unclear. The CO2 release is likely to be ~100 TgC/yr, similar to degassing from volcanoes. Without knowing the rate of CO2 emission and the controls on this flux, it is not possible to fully understand the evolution of atmospheric CO2 and global climate over geological timescales, nor to project future changes over hundreds to thousands of years. To address this deficit and quantify a major geological CO2 source, the proposal will:
1) Assess which factors govern rock-derived organic carbon oxidation.
2) Determine how environmental changes impact oxidation rates and CO2 release.
3) Quantify the global CO2 emissions by rock-derived organic carbon oxidation during chemical weathering, and assess how they may have varied both over Earth history and via anthropogenic change.
By quantifying a major CO2 emission for the first time, this project will provide a step change in our understanding of the geological, as opposed to the anthropogenically-modified, carbon cycle. Measurement of rock-derived organic carbon oxidation will require a new approach, harnessing state-of-the-art geochemical proxies carried by rivers (rhenium). Data from river catchments spanning large gradients in the likely environmental controls (erosion, temperature), will elucidate the main factors governing this process, and enable construction of a data-driven numerical model to provide the first quantification of CO2 emissions by this process.
Max ERC Funding
1 499 696 €
Duration
Start date: 2016-03-01, End date: 2021-02-28
Project acronym RockDEaF
Project Dynamics of rock deformation at the brittle-plastic transition and the depth of earthquake faulting
Researcher (PI) Nicolas BRANTUT
Host Institution (HI) UNIVERSITY COLLEGE LONDON
Call Details Starting Grant (StG), PE10, ERC-2018-STG
Summary The lithosphere is the thin outer shell of the Earth that supports the weight of mountains, plate tectonic forces, and stores the elastic energy that is released during earthquakes. The strength of the lithosphere directly controls the formation of tectonic plates and the generation and propagation of devastating earthquakes.
The strongest part of the lithosphere is where the deformation processes in rocks transition from brittle fracture to plastic flow. This transition controls the strength of tectonic plate interfaces, the coupling between mantle flow and surface tectonics, as well as the complex fault slip patterns recently highlighted by geophysical records (e.g., tremors and slow slip).
Despite its fundamental importance, the transitional behaviour remains very poorly understood. In this regime, we still do not know how rock deformation processes and properties evolve with depth and, critically, time. We also do not know exactly where the transition occurs in nature, if and how it may move over time, and what are the prevailing conditions there.
The aim of this project is to provide unprecedented quantitative constrains on the key material properties and processes associated with deformation and fluid flow at the brittle-plastic transition, and arrive at a clear understanding of the prevailing conditions and the dynamics of fault slip at the transition.
I propose to conduct laboratory rock deformation experiments at the high pressure and temperature conditions relevant to the transitional regime, and achieve unprecedented quantitative physical measurements by developing state-of-the-art in-situ instrumentation, taking advantage of the latest sensor technologies. I will focus on quantifying the effects of time and fluids, which are currently unexplored.
The ultimate outcome of the project is to detect the transition in nature by understanding its geophysical signature, and constrain the strength of faults and plate boundaries throughout the seismic cycle.
Summary
The lithosphere is the thin outer shell of the Earth that supports the weight of mountains, plate tectonic forces, and stores the elastic energy that is released during earthquakes. The strength of the lithosphere directly controls the formation of tectonic plates and the generation and propagation of devastating earthquakes.
The strongest part of the lithosphere is where the deformation processes in rocks transition from brittle fracture to plastic flow. This transition controls the strength of tectonic plate interfaces, the coupling between mantle flow and surface tectonics, as well as the complex fault slip patterns recently highlighted by geophysical records (e.g., tremors and slow slip).
Despite its fundamental importance, the transitional behaviour remains very poorly understood. In this regime, we still do not know how rock deformation processes and properties evolve with depth and, critically, time. We also do not know exactly where the transition occurs in nature, if and how it may move over time, and what are the prevailing conditions there.
The aim of this project is to provide unprecedented quantitative constrains on the key material properties and processes associated with deformation and fluid flow at the brittle-plastic transition, and arrive at a clear understanding of the prevailing conditions and the dynamics of fault slip at the transition.
I propose to conduct laboratory rock deformation experiments at the high pressure and temperature conditions relevant to the transitional regime, and achieve unprecedented quantitative physical measurements by developing state-of-the-art in-situ instrumentation, taking advantage of the latest sensor technologies. I will focus on quantifying the effects of time and fluids, which are currently unexplored.
The ultimate outcome of the project is to detect the transition in nature by understanding its geophysical signature, and constrain the strength of faults and plate boundaries throughout the seismic cycle.
Max ERC Funding
1 499 990 €
Duration
Start date: 2019-01-01, End date: 2023-12-31
Project acronym SEPI
Project Sequencing population isolates to find complex trait loci
Researcher (PI) Eleftheria Zeggini
Host Institution (HI) GENOME RESEARCH LIMITED
Call Details Starting Grant (StG), LS2, ERC-2011-StG_20101109
Summary "Genome-wide association studies of complex traits have identified many common variant associations, but a substantial heritability gap remains. The field is shifting towards the study of low frequency and rare variants, hypothesised to have larger effects. The study of these variants can be empowered by focusing on isolated populations, in which rare variants may have increased in frequency and linkage disequilibrium tends to be extended. This work will focus on three isolated populations, each with information on a wide array of anthropometric, cardiometabolic, biochemical, haematological and diet-related traits. Anogia is a mountainous village on the island of Crete with high levels of longevity; the Pomak villages are a set of religiously isolated mountainous villages in the North of Greece and Korcula is an isolated Adriatic Sea island, all with high levels of cardiometabolic and psychiatric disease. 1,000 to 1,500 individuals from each of these populations will be typed on genome-wide chips before the start of this project. Sequencing is very efficient in isolated populations, because variants found in a few samples will be shared by others, supporting accurate imputation. We will whole-genome sequence 200 individuals from each of these populations and will access all variation down to 1% frequency and ~40% of variants with frequency 0.1% to 1% for the first time. We will impute identified variants into the full set of genome-wide typed samples, and will test for association with the collected traits, initially focusing on cardiometabolic phenotypes. We will validate associations by direct genotyping in the discovery set and will seek replication in further isolated and outbred populations. Using cutting-edge high-throughput sequencing technologies and novel analytical tools, this work is uniquely poised to usher in the new era of next-generation genetic studies and identify robust associations with disease-related complex traits."
Summary
"Genome-wide association studies of complex traits have identified many common variant associations, but a substantial heritability gap remains. The field is shifting towards the study of low frequency and rare variants, hypothesised to have larger effects. The study of these variants can be empowered by focusing on isolated populations, in which rare variants may have increased in frequency and linkage disequilibrium tends to be extended. This work will focus on three isolated populations, each with information on a wide array of anthropometric, cardiometabolic, biochemical, haematological and diet-related traits. Anogia is a mountainous village on the island of Crete with high levels of longevity; the Pomak villages are a set of religiously isolated mountainous villages in the North of Greece and Korcula is an isolated Adriatic Sea island, all with high levels of cardiometabolic and psychiatric disease. 1,000 to 1,500 individuals from each of these populations will be typed on genome-wide chips before the start of this project. Sequencing is very efficient in isolated populations, because variants found in a few samples will be shared by others, supporting accurate imputation. We will whole-genome sequence 200 individuals from each of these populations and will access all variation down to 1% frequency and ~40% of variants with frequency 0.1% to 1% for the first time. We will impute identified variants into the full set of genome-wide typed samples, and will test for association with the collected traits, initially focusing on cardiometabolic phenotypes. We will validate associations by direct genotyping in the discovery set and will seek replication in further isolated and outbred populations. Using cutting-edge high-throughput sequencing technologies and novel analytical tools, this work is uniquely poised to usher in the new era of next-generation genetic studies and identify robust associations with disease-related complex traits."
Max ERC Funding
1 477 932 €
Duration
Start date: 2012-06-01, End date: 2017-05-31