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Geometry Festival

The Geometry Festival is an annual mathematics conference held in the United States.

The festival has been held since 1985 at the University of Pennsylvania, the University of Maryland, the University of North Carolina, the State University of New York at Stony Brook, Duke University and New York University's Courant Institute of Mathematical Sciences. It is a three day conference that focuses on the major recent results in geometry and related fields.[1]

Previous Geometry Festival speakers edit

1985 at Penn edit

1986 at Maryland edit

  • Uwe Abresch, Explicit constant mean curvature tori
  • Zhi-yong Gao, The existence of negatively Ricci curved metrics
  • David Hoffman, New results in the global theory of minimal surfaces
  • Jack Lee, Conformal geometry and the Yamabe problem
  • Ngaiming Mok, Compact Kähler manifolds of non-negative curvature
  • John Morgan, Self dual connections and the topology of 4-manifolds
  • Chuu-Lian Terng, Submanifolds with flat normal bundle

1987 at Penn edit

1988 at North Carolina edit

  • Detlef Gromoll, On complete spaces of non-negative Ricci curvature
  • Nicolas Kapouleas, Constant mean curvature surfaces in E3
  • Robert Osserman, Gauss map of complete minimal surfaces
  • Pierre Pansu, Lp-cohomology of negatively curved manifolds
  • Peter Petersen, Bounding homotopy types by geometry
  • Gang Tian, Kähler-Einstein metrics on quasiprojective manifolds
  • DaGang Yang, Some new examples of manifolds of positive Ricci curvature
  • Wolfgang Ziller, Recent results on Einstein metrics

1989 at Stony Brook edit

1990 at Maryland edit

1991 at Duke edit

  • Jeff Cheeger, Transgressed Euler classes of SL(2n,Z)-bundles and adiabatic limits of eta-invariants
  • Chris Croke, Volumes of balls in manifolds without conjugate points and rigidity of geodesic flows
  • Carolyn Gordon, When you can't hear the shape of a manifold
  • Wu-Yi Hsiang, Sphere packing and spherical geometry: The Kepler conjecture and beyond
  • Alan Nadel, On the geometry of Fano varieties
  • Grigori Perelman, Alexandrov's spaces with curvature bounded from below
  • Stephan Stolz, On the space of positive curvature metrics modulo diffeomorphisms

1992 at Courant edit

  • Jonathan Block, Aperiodic tilings, positive scalar curvature and other homological phenomena
  • John Franks, Infinitely many closed geodesics on the 2-sphere
  • Karsten Grove, The inevitable presence of singular spaces in Riemannian geometry
  • Lisa Jeffrey, Volumes of moduli spaces of flat connections on Riemannian surfaces
  • Jun Li, Anti-self-dual connections on SU(2) bundles over algebraic surfaces
  • Dusa McDuff, Symplectic 4-manifolds
  • Clifford Taubes, Anti-self dual conformal structures in 4 dimensions

1993 at Penn edit

1995 at Stony Brook edit

1996 at Maryland edit

1997 at Duke edit

  • Jeanne Nielsen Clelland, Geometry of Conservation Laws for Parabolic PDE's
  • Anatole Katok, Rigidity and invariant geometric structures for differentiable group actions
  • François Labourie, Monge-Ampere problems, holomorphic curves and laminations
  • Gang Liu, Floer Homology and the Arnold Conjecture
  • William Minicozzi II, Harmonic functions on manifolds
  • Lorenz Schwachhöfer, The classification of irreducible holonomies of torsion free connections
  • Matthias Schwarz, Symplectic fixed points and quantum cohomology
  • Stephen Semmes, Geometry with little smoothness

1998 at Stony Brook edit

1999 at Penn edit

2000 at Maryland edit

  • Samuel Ferguson, The Kepler Conjecture
  • Robert Meyerhoff, Rigorous computer-aided proofs in the theory of hyperbolic 3-manifolds
  • Herman Gluck, Geometry, topology and plasma physics
  • Burkhard Wilking, New examples of manifolds with positive sectional curvature almost everywhere
  • John Roe, Amenability and assembly maps
  • Eleny Ionel, Gromov invariants of symplectic sums
  • Mikhail Gromov, Spaces of holomorphic maps

2001 at Northeastern edit

2002 at Courant edit

  • Denis Auroux, Singular plane curves and topological invariants of symplectic manifolds
  • Hugh Bray, On the mass of higher dimensional black holes
  • Alice Chang, Conformally invariant operators and the Gauss-Bonnet integrand
  • Xiuxiong Chen, The space of Kähler metrics
  • George Daskalopoulos, On the Yang-Mills flow in higher dimensions
  • Alex Eskin, Billiards and lattices
  • Juha Heinonen, On the existence of quasiregular mappings

2003 at Duke edit

  • Bennett Chow, Harnack estimates of Li–Yau–Hamilton type for the Ricci flow
  • Anda Degeratu, Geometrical McKay Correspondence
  • Ron Donagi, Griffiths' intermediate Jacobians, integrable systems, and string theory
  • John Etnyre, Legendrian knots in high dimensions
  • Joe Harris, Are Cubics Rational?
  • Claude LeBrun, Zoll Manifolds, Complex Surfaces, and Holomorphic Disks
  • John Morgan, Variations of Hodge structure for 1-parameter families of Calabi–Yau three-folds
  • Madhav Nori, A modified Hodge conjecture
  • Justin Sawon, Twisted Fourier–Mukai transforms for holomorphic symplectic manifolds
  • Wilfried Schmid, Automorphic distributions, L-functions, and functional equations
  • Jeff Viaclovsky, Fully nonlinear equations and conformal geometry
  • Claire Voisin, K-correspondences and intrinsic pseudovolume forms

2004 at Courant edit

2005 at Stony Brook edit

2006 at Penn edit

2007 at Maryland edit

  • Dan Freed, Secondary differential-geometric invariants, generalized cohomology, and QCD
  • Xiaobo Lu, Mean curvature flow for isoparametric submanifolds
  • Vitali Kapovitch, Some open problems in comparison geometry
  • Maryam Mirzakhani, Lattice point asymptotics and conformal densities on Teichmüller space
  • Charles Epstein, Stein fillings and index theorems
  • Guoliang Yu, Group actions and K-theory
  • Simon Brendle, Blow-up phenomena for the Yamabe PDE in high dimensions

2008 at Duke edit

2009 at Stony Brook edit

2010 at Courant edit

  • Tim Austin (UCLA): Rational group ring elements with kernels having irrational von Neumann dimension
  • Xiuxiong Chen (UW Madison): The space of Kaehler metrics
  • Tobias Colding (MIT): Sharp Hölder continuity of tangent cones for spaces with a lower Ricci curvature bound and applications
  • Marianna Csörnyei (University College London and Yale): Tangents of null sets
  • Larry Guth (U Toronto): Contraction of surface areas vs. topology of mappings
  • Jeremy Kahn (Stony Brook): Essential immersed surfaces in closed hyperbolic three-manifolds
  • Gang Tian (Princeton): Kähler–Ricci flow through finite-time singularities

2011 at Penn edit

2012 at Duke edit

  • John Etnyre (Georgia Institute of Technology): Surgery and tight contact structures
  • Valentino Tosatti (Columbia University): The evolution of a Hermitian metric by its Chern-Ricci curvature
  • Carla Cederbaum (Duke University): From Newton to Einstein: A guided tour through space and time
  • Jan Metzger (Institute for Mathematics, University of Potsdam ): On isoperimetric surfaces in asymptotically flat manifolds
  • Fernando Codá Marques (IMPA, Brazil): Min-max theory and the Willmore conjecture
  • Yanir Rubinstein (Stanford University): Einstein metrics on Kähler manifolds
  • Simon Brendle (Stanford University): Rotational symmetry of self-similar solutions to the Ricci flow
  • Mu-Tao Wang (Columbia University): A variational problem for isometric embeddings and its applications in general relativity
  • Gordana Matic (University of Georgia): Contact invariant in Sutured Floer Homology and fillability

2013 at Maryland edit

  • Bo Berndtsson (Chalmers University): Variations of Bergman kernels and symmetrization of plurisubharmonic functions
  • Simon Donaldson (Imperial College, London): Kähler-Einstein metrics, extremal metrics and stability
  • Hans-Joachim Hein (Imperial College, London): Singularities of Kähler-Einstein metrics and complete Calabi–Yau manifolds
  • Peter Kronheimer (Harvard University): Instanton homology for knots and webs
  • Andrea Malchiodi (SISSA): Uniformization of surfaces with conical singularities
  • Aaron Naber (MIT): Characterizations of bounded Ricci curvature and applications
  • Yuval Peres (Microsoft Research): The geometry of fair allocation to random points
  • Brian White (Stanford University): Gap theorems for minimal submanifolds of spheres

2014 at Stony Brook edit

  • Robert Bryant (Duke University): Rolling surfaces and exceptional geometry
  • Alice Chang (Princeton University): On positivity of a class of conformal covariant operators
  • Mihalis Dafermos (Princeton University): On null singularities for the Einstein vacuum equations and the strong cosmic censorship conjecture in general relativity
  • Kenji Fukaya (Stony Brook): Mirror symmetry between Toric A model and LG B model: some recent progress
  • Matthew Gursky (Notre Dame University): Critical metrics on connected sums of Einstein four-manifolds
  • Robert Haslhofer (New York University): Mean curvature flow with surgery
  • Andre Neves (Imperial College): Existence of minimal hypersurfaces
  • Song Sun (Stony Brook): Kähler-Einstein metrics: Gromov-Hausdorff limits and algebraic geometry

2015 at Courant edit

  • Gábor Székelyhidi (Notre Dame): Kahler-Einstein metrics along the smooth continuity method
  • Blaine Lawson (Stony Brook): Potential theory for nonlinear PDE's
  • John Pardon (Stanford): Existence of Lefschetz vibrations on Stein/Weinstein domains
  • Raanan Schul (Stony Brook): Qualitative and quantitative rectifiability
  • Ursula Hamenstädt (Bonn): A Gromov/Thurston rigidity theorem for hyperbolic groups
  • Tatiana Toro (Washington): Almost minimizers with free boundary
  • Richard Bamler (Berkeley): There are finitely many surgeries in Perelman's Ricci flow

2016 at Princeton edit

  • Claude LeBrun (Stony Brook): Mass in Kähler Geometry
  • Ian Agol (UC Berkeley and IAS): Pseudo-Anosov stretch factors and homology of mapping tori
  • Davi Maximo (Stanford): Minimal surfaces with bounded index
  • Fernando Marques (Princeton): Morse index and multiplicity of min-max minimal hypersurfaces
  • Nancy Hingston (The College of New Jersey): Loop Products, Index Growth, and Dynamics
  • Jennifer Hom (Georgia Tech and IAS): Symplectic four-manifolds and Heegaard Floer homology
  • Fengbo Hang (NYU, Courant): Fourth order Paneitz operator and Q curvature equation
  • Jake Solomon (Hebrew University): The space of positive Lagrangians

2017 at Duke edit

  • Lucas Ambrozio (Imperial College) - Some new results for free boundary minimal surfaces
  • Otis Chodosh (Princeton) - Some new results on the global geometry of scalar curvature
  • Mark Haskins (Imperial College)
  • Chi Li (Purdue) - On metric tangent cones at Klt singularities
  • Marco Radeschi (Notre Dame) - "When all geodesics are closed"
  • Christina Sormani (CUNY) - "The Limits of Sequences of manifolds with Nonnegative Scalar Curvature"
  • Jeff Streets (UC Irvine) - Generalized Kahler Ricci flow and a generalized Calabi conjecture

2018 at Penn edit

2019 at Maryland edit

  • Yann Brenier (ETH, Zurich) - Fluid Mechanics and Geometry
  • Dietmar Salamon (CNRS, DMA-École Normale Supérieure ) - Moment maps in symplectic and Kähler geometry
  • Aleksandr Logunov (IAS, Princeton) - Zero sets of Laplace eigenfunctions
  • Jim Bryan (University of British Columbia) AG - The enumerative geometry and arithmetic of some of the world’s Tiniest Calabi–Yau threefolds
  • Yi Wang (Johns Hopkins University) - Boundary operator associated to σk curvature
  • Steven Zelditch (Northwestern University) - Spectral asymptotics on stationary spacetimes
  • Xuwen Zhu (University of California, Berkeley) Spherical Metrics with Conical Singularities
  • Alex Wright (University of Michigan) - Nearly Fuchsian surface subgroups of finite covolume Kleinian groups

2021 at Stony Brook (via Zoom) edit

  • Joel Spruck (Johns Hopkins University) - A Personal Tribute to Louis Nirenberg
  • Akito Futaki (Yau Center, Tsinghua) - Deformation Quantization, and Obstructions to the Existence of Closed Star Products
  • Jean-Pierre Demailly (Institut Fourier, Grenoble) - Holomorphic Morse Inequalities, Old and New
  • Tristan Collins (MIT) - SYZ Mirror Symmetry for del Pezzo Surfaces
  • Jim Isenberg (University of Oregon) - Some Recent Results on Ricci Flow
  • Chiu-Chu Melissa Liu (Columbia University) - Topological Recursion and Crepant Transformation Conjecture
  • Bing Wang (USTC) - Local entropy along the Ricci flow
  • Simon Donaldson (SCGP, Stony Brook/ Imperial College, London) - Some boundary value and mapping problems for differential forms

2022 at Courant (online) edit

  • Panagiota Daskalopoulos (Columbia University) - Ancient solutions to geometric flows
  • Jingyin Huang (The Ohio State University) - The Helly geometry of some fundamental groups of complex hyperplane arrangement complements
  • Wenshuai Jiang (Zhejiang University) - Gromov–Hausdorff limit of manifolds and some applications
  • Chao Li (Courant Institute of Mathematical Sciences) - The geometry and topology of scalar curvature in low dimensions
  • Ciprian Manolescu (Stanford University) - A knot Floer stable homotopy type
  • Assaf Naor (Princeton University) - Extension, separation and isomorphic reverse isoperimetry
  • André Neves (University of Chicago) - Geodesics and minimal surfaces
  • Lu Wang (Yale University) - Hypersurfaces of low entropy are isotopically trivial
  • Ruobing Zhang (Princeton University) - Metric geometry of Calabi–Yau manifolds in complex dimension two

References edit

  1. ^ "NSF Award Search: Award # 0072580 - Geometry Festival". NSF. Retrieved 2022-04-24.

External links edit

  • XIIth Geometry Festival, 1997
  • XIIIth Geometry Festival, 1998
  • XVIIth Geometry Festival, 2002
  • XVIIIth Geometry Festival, 2003
  • XIXth Geometry Festival, 2004
  • XXth Geometry Festival, 2005
  • 23rd Geometry Festival, 2008
  • 24th Geometry Festival 2009 in memory of Detlef Gromoll
  • 27th Geometry Festival, 2012
  • 29th Geometry Festival, 2014
  • 30th Geometry Festival, 2015
  • 31st Geometry Festival, 2016
  • 32nd Geometry Festival, 2017
  • 33rd Geometry Festival, 2018
  • 34th Geometry Festival, 2019
  • 35th Geometry Festival, 2021
  • 36th Geometry Festival, 2022

geometry, festival, annual, mathematics, conference, held, united, states, festival, been, held, since, 1985, university, pennsylvania, university, maryland, university, north, carolina, state, university, york, stony, brook, duke, university, york, university. The Geometry Festival is an annual mathematics conference held in the United States The festival has been held since 1985 at the University of Pennsylvania the University of Maryland the University of North Carolina the State University of New York at Stony Brook Duke University and New York University s Courant Institute of Mathematical Sciences It is a three day conference that focuses on the major recent results in geometry and related fields 1 Contents 1 Previous Geometry Festival speakers 1 1 1985 at Penn 1 2 1986 at Maryland 1 3 1987 at Penn 1 4 1988 at North Carolina 1 5 1989 at Stony Brook 1 6 1990 at Maryland 1 7 1991 at Duke 1 8 1992 at Courant 1 9 1993 at Penn 1 10 1995 at Stony Brook 1 11 1996 at Maryland 1 12 1997 at Duke 1 13 1998 at Stony Brook 1 14 1999 at Penn 1 15 2000 at Maryland 1 16 2001 at Northeastern 1 17 2002 at Courant 1 18 2003 at Duke 1 19 2004 at Courant 1 20 2005 at Stony Brook 1 21 2006 at Penn 1 22 2007 at Maryland 1 23 2008 at Duke 1 24 2009 at Stony Brook 1 25 2010 at Courant 1 26 2011 at Penn 1 27 2012 at Duke 1 28 2013 at Maryland 1 29 2014 at Stony Brook 1 30 2015 at Courant 1 31 2016 at Princeton 1 32 2017 at Duke 1 33 2018 at Penn 1 34 2019 at Maryland 1 35 2021 at Stony Brook via Zoom 1 36 2022 at Courant online 2 References 3 External linksPrevious Geometry Festival speakers edit1985 at Penn edit Marcel Berger Pat Eberlein Jost Eschenburg Friedrich Hirzebruch Blaine Lawson Leon Simon Scott Wolpert Deane Yang1986 at Maryland edit Uwe Abresch Explicit constant mean curvature tori Zhi yong Gao The existence of negatively Ricci curved metrics David Hoffman New results in the global theory of minimal surfaces Jack Lee Conformal geometry and the Yamabe problem Ngaiming Mok Compact Kahler manifolds of non negative curvature John Morgan Self dual connections and the topology of 4 manifolds Chuu Lian Terng Submanifolds with flat normal bundle1987 at Penn edit Robert Bryant The construction of metrics with exceptional holonomy Francis Bonahon Hyperbolic 3 manifolds with arbitrarily short geodesics Keith Burns Geodesic flows on the 2 sphere Andreas Floer Instantons and Casson s invariant Hermann Karcher Embedded minimal surfaces in the 3 sphere Jurgen Moser Minimal foliations of tori Edward Witten Applications of quantum field theory to topology1988 at North Carolina edit Detlef Gromoll On complete spaces of non negative Ricci curvature Nicolas Kapouleas Constant mean curvature surfaces in E3 Robert Osserman Gauss map of complete minimal surfaces Pierre Pansu Lp cohomology of negatively curved manifolds Peter Petersen Bounding homotopy types by geometry Gang Tian Kahler Einstein metrics on quasiprojective manifolds DaGang Yang Some new examples of manifolds of positive Ricci curvature Wolfgang Ziller Recent results on Einstein metrics1989 at Stony Brook edit Eugenio Calabi Extremal singular metrics on surfaces Harold Donnelly Nodal sets of eigenfunctions on Riemannian manifolds Yakov Eliashberg Symplectic geometric methods in several complex variables F Thomas Farrell A topological analogue of Mostow s rigidity theorem Lesley Sibner Solutions to Yang Mills equations which are not self dual Carlos Simpson Moduli spaces of representations of fundamental groups1990 at Maryland edit Michael T Anderson Behavior of metrics under Ricci curvature bounds Kevin Corlette Harmonic maps and geometric superrigidity Kenji Fukaya Fundamental groups of almost non negatively curved manifolds Mikhail Gromov Recent progress in symplectic geometry Werner Muller On spectral theory for locally symmetric manifolds with finite volume Rick Schoen Least area problems for Lagrangian submanifolds Gudlaugur Thorbergsson Isoparametric submanifolds and their Tits buildings Shing Tung Yau Some theorems in Kahler geometry1991 at Duke edit Jeff Cheeger Transgressed Euler classes of SL 2n Z bundles and adiabatic limits of eta invariants Chris Croke Volumes of balls in manifolds without conjugate points and rigidity of geodesic flows Carolyn Gordon When you can t hear the shape of a manifold Wu Yi Hsiang Sphere packing and spherical geometry The Kepler conjecture and beyond Alan Nadel On the geometry of Fano varieties Grigori Perelman Alexandrov s spaces with curvature bounded from below Stephan Stolz On the space of positive curvature metrics modulo diffeomorphisms1992 at Courant edit Jonathan Block Aperiodic tilings positive scalar curvature and other homological phenomena John Franks Infinitely many closed geodesics on the 2 sphere Karsten Grove The inevitable presence of singular spaces in Riemannian geometry Lisa Jeffrey Volumes of moduli spaces of flat connections on Riemannian surfaces Jun Li Anti self dual connections on SU 2 bundles over algebraic surfaces Dusa McDuff Symplectic 4 manifolds Clifford Taubes Anti self dual conformal structures in 4 dimensions1993 at Penn edit Shiing Shen Chern Finsler geometry Richard S Hamilton An isoperimetric estimate for the curve shrinking flow Vaughan Jones Loop groups and operator algebras Claude LeBrun Compact Kahler manifolds of constant scalar curvature Louis Nirenberg The maximum principle and related things Xiaochun Rong Collapsing in low dimensions and rationality of geometric invariants Isadore Singer Geometry and quantum field theory1995 at Stony Brook edit Dimitri Burago Asymptotic geometry of Z n periodic metrics Tobias Colding Ricci curvature and convergence Dominic Joyce Compact Riemannian manifolds with exceptional holonomy groups Yael Karshon Hamiltonian torus actions David Morrison Analogues of Seiberg Witten invariants for counting curves on Calabi Yau manifolds Tomasz Mrowka The Seiberg Witten equations and 4 manifold topology Yongbin Ruan Higher genus pseudo holomorphic curves Edward Witten Monopoles and four manifolds1996 at Maryland edit John C Baez Quantum gravity and BF theory in 4 dimensions Jean Luc Brylinski Gauge groups and reciprocity laws on algebraic varieties Bruce Kleiner Spaces of nonpositive curvature Grigory Margulis Quantitative Oppenheim Conjecture Sergei P Novikov Laplace and Darboux transformations Richard Schwartz The Devil s Pentagram Guofang Wei Volume comparison with integral curvature bounds Shmuel Weinberger Equivariant rigidity For and against1997 at Duke edit Jeanne Nielsen Clelland Geometry of Conservation Laws for Parabolic PDE s Anatole Katok Rigidity and invariant geometric structures for differentiable group actions Francois Labourie Monge Ampere problems holomorphic curves and laminations Gang Liu Floer Homology and the Arnold Conjecture William Minicozzi II Harmonic functions on manifolds Lorenz Schwachhofer The classification of irreducible holonomies of torsion free connections Matthias Schwarz Symplectic fixed points and quantum cohomology Stephen Semmes Geometry with little smoothness1998 at Stony Brook edit Scott Axelrod Generalized Chern Simons invariants as a generalized Lagrangian field theory Jean Michel Bismut Chern Simons classes Bott Chern classes and analytic torsion Spencer Bloch Algebro geometric Chern Simons classes Robert Bryant Recent progress on the holonomy classification problem Robert Bryant for S S Chern Recent results and open problems in Finsler geometry Jeff Cheeger and Blaine Lawson The mathematical work of James Simons Jeff Cheeger Ricci Curvature Jurg Frohlich Physics and the Chern Simons form from anomalies to the quantum Hall effect to magnetic stars Mikhail Gromov Dynamics on function spaces Maxim Kontsevich On regulators critical values and q factorials Blaine Lawson Connections and singularities of maps Robert MacPherson Spaces with torus actions John Milnor Remarks on geometry and dynamics I M Singer TBA Dennis Sullivan A combinatorial model for non linearity Clifford Taubes Seiberg Witten invariants harmonic forms and their pseudo holomorphic curves Gang Tian Yang Mills connections and calibration C N Yang Vector potentials and connections Shing Tung Yau Mirror symmetry and rational curves1999 at Penn edit Peter Sarnak Some spectral problems on negatively curved manifolds Zheng xu He The gradient flow for the Mobius energy of knots Curtis McMullen The moduli space of Riemann surfaces is Kahler hyperbolic Paul Biran Lagrange skeletons and symplectic rigidity Helmut Hofer Holomorphic curves and contact geometry Werner Ballmann On negative curvature and the essential spectrum of geometric operators Shlomo Sternberg Multiplets of representations and Kostant s Dirac operator2000 at Maryland edit Samuel Ferguson The Kepler Conjecture Robert Meyerhoff Rigorous computer aided proofs in the theory of hyperbolic 3 manifolds Herman Gluck Geometry topology and plasma physics Burkhard Wilking New examples of manifolds with positive sectional curvature almost everywhere John Roe Amenability and assembly maps Eleny Ionel Gromov invariants of symplectic sums Mikhail Gromov Spaces of holomorphic maps2001 at Northeastern edit Robert Bryant Rigidity and quasirigidity of extremal cycles in Hermitian symmetric spaces Tobias Colding Embedded minimal surfaces in 3 manifolds Boris Dubrovin Normal forms of integrable PDE s John Lott Heat equation methods in noncommutative geometry Dusa McDuff Seminorms on the Hamiltonian group and the nonsqueezing theorem Rick Schoen Variational approaches to the construction minimal lagrangian submanifolds Shing Tung Yau Mirror symmetry2002 at Courant edit Denis Auroux Singular plane curves and topological invariants of symplectic manifolds Hugh Bray On the mass of higher dimensional black holes Alice Chang Conformally invariant operators and the Gauss Bonnet integrand Xiuxiong Chen The space of Kahler metrics George Daskalopoulos On the Yang Mills flow in higher dimensions Alex Eskin Billiards and lattices Juha Heinonen On the existence of quasiregular mappings2003 at Duke edit Bennett Chow Harnack estimates of Li Yau Hamilton type for the Ricci flow Anda Degeratu Geometrical McKay Correspondence Ron Donagi Griffiths intermediate Jacobians integrable systems and string theory John Etnyre Legendrian knots in high dimensions Joe Harris Are Cubics Rational Claude LeBrun Zoll Manifolds Complex Surfaces and Holomorphic Disks John Morgan Variations of Hodge structure for 1 parameter families of Calabi Yau three folds Madhav Nori A modified Hodge conjecture Justin Sawon Twisted Fourier Mukai transforms for holomorphic symplectic manifolds Wilfried Schmid Automorphic distributions L functions and functional equations Jeff Viaclovsky Fully nonlinear equations and conformal geometry Claire Voisin K correspondences and intrinsic pseudovolume forms2004 at Courant edit Jean Michel Bismut The Hypoelliptic Laplacian on the Cotangent Bundle Yasha Eliashberg Positive Loops of Contact Transformations Blaine Lawson Projective Hulls and the Projective Gelfand Transformation Dusa McDuff Applications of J holomorphic Curves Xiaochun Rong Local splitting structures on nonpositively curved manifolds Dennis Sullivan Algebraic topology in string backgrounds Gang Tian Extremal Metrics and Holomorphic Discs Edward Witten Gauge Theory Scattering From Curves In CP32005 at Stony Brook edit Nancy Hingston Periodic solutions of Hamilton s equations on tori Sergiu Klainerman Null hypersurfaces and curvature estimates in general relativity Bruce Kleiner Singular structure of mean curvature flow Frank Pacard Blowing up Kahler manifolds with constant scalar curvature Rahul Pandharipande A topological view of Gromov Witten theory Igor Rodniansky Non linear waves and Einstein geometry Yum Tong Siu Methods of singular metrics in algebraic geometry Katrin Wehrheim Floer theories in symplectic topology and gauge theory2006 at Penn edit Jeff Cheeger Differentiation bi Lipschitz nonembedding and embedding Charles Fefferman Fitting a smooth function to data Helmut Hofer On the analytic and geometric foundations of symplectic field theory Ko Honda Reeb vector fields and open book decompositions William H Meeks The Dynamics Theorem for embedded minimal surfaces Yair Minsky Asymptotic geometry of the mapping class group Frank Morgan Manifolds with Density Zoltan Szabo Link Floer homology and the Thurston norm2007 at Maryland edit Dan Freed Secondary differential geometric invariants generalized cohomology and QCD Xiaobo Lu Mean curvature flow for isoparametric submanifolds Vitali Kapovitch Some open problems in comparison geometry Maryam Mirzakhani Lattice point asymptotics and conformal densities on Teichmuller space Charles Epstein Stein fillings and index theorems Guoliang Yu Group actions and K theory Simon Brendle Blow up phenomena for the Yamabe PDE in high dimensions2008 at Duke edit Michael Anderson Conformally compact Einstein metrics with prescribed conformal infinity Robert Bryant Riemannian Submersions as PDE Greg Galloway Stability of marginally trapped surfaces with applications to black holes Marcus Khuri The Yamabe Problem Revisited John Lott Optimal transport in Riemannian geometry and Ricci flow William Minicozzi The rate of change of width under flows Duong Phong Stability and constant scalar curvature Jeff Viaclovsky Orthogonal Complex Structures2009 at Stony Brook edit Jeff Cheeger Quantitative Behavior of Maps from the Heisenberg Group to L1 Marcos Dajczer Conformal Killing graphs with prescribed mean curvature Karsten Grove Positive curvature the quest for examples Wolfgang Meyer The Contributions of Detlef Gromoll to Riemannian Geometry Gabriel Paternain Transparent Connections over Negatively Curved Surfaces Christina Sormani The Intrinsic Flat Distance between Riemannian Manifolds Guofang Wei Smooth Metric Measure Spaces2010 at Courant edit Tim Austin UCLA Rational group ring elements with kernels having irrational von Neumann dimension Xiuxiong Chen UW Madison The space of Kaehler metrics Tobias Colding MIT Sharp Holder continuity of tangent cones for spaces with a lower Ricci curvature bound and applications Marianna Csornyei University College London and Yale Tangents of null sets Larry Guth U Toronto Contraction of surface areas vs topology of mappings Jeremy Kahn Stony Brook Essential immersed surfaces in closed hyperbolic three manifolds Gang Tian Princeton Kahler Ricci flow through finite time singularities2011 at Penn edit Hubert Bray Duke On dark matter spiral galaxies and the axioms of general relativity Tobias Colding MIT Generic mean curvature flow Claude LeBrun Stony Brook On Hermitian Einstein 4 manifolds Natasa Sesum Rutgers Yamabe Solitons Pete Storm Jane Street Capital Infinitesimal rigidity of hyperbolic manifolds with totally geodesic boundary Brian Weber Courant Regularity and convergence of extremal Kaehler metrics Shing Tung Yau Harvard An appreciation of Eugenio Calabi and his work Shing Tung Yau Harvard Quasi local mass in general relativity2012 at Duke edit John Etnyre Georgia Institute of Technology Surgery and tight contact structures Valentino Tosatti Columbia University The evolution of a Hermitian metric by its Chern Ricci curvature Carla Cederbaum Duke University From Newton to Einstein A guided tour through space and time Jan Metzger Institute for Mathematics University of Potsdam On isoperimetric surfaces in asymptotically flat manifolds Fernando Coda Marques IMPA Brazil Min max theory and the Willmore conjecture Yanir Rubinstein Stanford University Einstein metrics on Kahler manifolds Simon Brendle Stanford University Rotational symmetry of self similar solutions to the Ricci flow Mu Tao Wang Columbia University A variational problem for isometric embeddings and its applications in general relativity Gordana Matic University of Georgia Contact invariant in Sutured Floer Homology and fillability2013 at Maryland edit Bo Berndtsson Chalmers University Variations of Bergman kernels and symmetrization of plurisubharmonic functions Simon Donaldson Imperial College London Kahler Einstein metrics extremal metrics and stability Hans Joachim Hein Imperial College London Singularities of Kahler Einstein metrics and complete Calabi Yau manifolds Peter Kronheimer Harvard University Instanton homology for knots and webs Andrea Malchiodi SISSA Uniformization of surfaces with conical singularities Aaron Naber MIT Characterizations of bounded Ricci curvature and applications Yuval Peres Microsoft Research The geometry of fair allocation to random points Brian White Stanford University Gap theorems for minimal submanifolds of spheres2014 at Stony Brook edit Robert Bryant Duke University Rolling surfaces and exceptional geometry Alice Chang Princeton University On positivity of a class of conformal covariant operators Mihalis Dafermos Princeton University On null singularities for the Einstein vacuum equations and the strong cosmic censorship conjecture in general relativity Kenji Fukaya Stony Brook Mirror symmetry between Toric A model and LG B model some recent progress Matthew Gursky Notre Dame University Critical metrics on connected sums of Einstein four manifolds Robert Haslhofer New York University Mean curvature flow with surgery Andre Neves Imperial College Existence of minimal hypersurfaces Song Sun Stony Brook Kahler Einstein metrics Gromov Hausdorff limits and algebraic geometry2015 at Courant edit Gabor Szekelyhidi Notre Dame Kahler Einstein metrics along the smooth continuity method Blaine Lawson Stony Brook Potential theory for nonlinear PDE s John Pardon Stanford Existence of Lefschetz vibrations on Stein Weinstein domains Raanan Schul Stony Brook Qualitative and quantitative rectifiability Ursula Hamenstadt Bonn A Gromov Thurston rigidity theorem for hyperbolic groups Tatiana Toro Washington Almost minimizers with free boundary Richard Bamler Berkeley There are finitely many surgeries in Perelman s Ricci flow2016 at Princeton edit Claude LeBrun Stony Brook Mass in Kahler Geometry Ian Agol UC Berkeley and IAS Pseudo Anosov stretch factors and homology of mapping tori Davi Maximo Stanford Minimal surfaces with bounded index Fernando Marques Princeton Morse index and multiplicity of min max minimal hypersurfaces Nancy Hingston The College of New Jersey Loop Products Index Growth and Dynamics Jennifer Hom Georgia Tech and IAS Symplectic four manifolds and Heegaard Floer homology Fengbo Hang NYU Courant Fourth order Paneitz operator and Q curvature equation Jake Solomon Hebrew University The space of positive Lagrangians2017 at Duke edit Lucas Ambrozio Imperial College Some new results for free boundary minimal surfaces Otis Chodosh Princeton Some new results on the global geometry of scalar curvature Mark Haskins Imperial College Chi Li Purdue On metric tangent cones at Klt singularities Marco Radeschi Notre Dame When all geodesics are closed Christina Sormani CUNY The Limits of Sequences of manifolds with Nonnegative Scalar Curvature Jeff Streets UC Irvine Generalized Kahler Ricci flow and a generalized Calabi conjecture2018 at Penn edit Jean Pierre Bourguignon IHES Eugenio Calabi Penn Yakov Eliashberg Stanford Carolyn S Gordon Dartmouth Daniel Ketover Princeton Yevgeny Liokumovich MIT Rick Schoen UC Irvine Jenny Wilson Stanford 2019 at Maryland edit Yann Brenier ETH Zurich Fluid Mechanics and Geometry Dietmar Salamon CNRS DMA Ecole Normale Superieure Moment maps in symplectic and Kahler geometry Aleksandr Logunov IAS Princeton Zero sets of Laplace eigenfunctions Jim Bryan University of British Columbia AG The enumerative geometry and arithmetic of some of the world s Tiniest Calabi Yau threefolds Yi Wang Johns Hopkins University Boundary operator associated to sk curvature Steven Zelditch Northwestern University Spectral asymptotics on stationary spacetimes Xuwen Zhu University of California Berkeley Spherical Metrics with Conical Singularities Alex Wright University of Michigan Nearly Fuchsian surface subgroups of finite covolume Kleinian groups2021 at Stony Brook via Zoom edit Joel Spruck Johns Hopkins University A Personal Tribute to Louis Nirenberg Akito Futaki Yau Center Tsinghua Deformation Quantization and Obstructions to the Existence of Closed Star Products Jean Pierre Demailly Institut Fourier Grenoble Holomorphic Morse Inequalities Old and New Tristan Collins MIT SYZ Mirror Symmetry for del Pezzo Surfaces Jim Isenberg University of Oregon Some Recent Results on Ricci Flow Chiu Chu Melissa Liu Columbia University Topological Recursion and Crepant Transformation Conjecture Bing Wang USTC Local entropy along the Ricci flow Simon Donaldson SCGP Stony Brook Imperial College London Some boundary value and mapping problems for differential forms2022 at Courant online edit Panagiota Daskalopoulos Columbia University Ancient solutions to geometric flows Jingyin Huang The Ohio State University The Helly geometry of some fundamental groups of complex hyperplane arrangement complements Wenshuai Jiang Zhejiang University Gromov Hausdorff limit of manifolds and some applications Chao Li Courant Institute of Mathematical Sciences The geometry and topology of scalar curvature in low dimensions Ciprian Manolescu Stanford University A knot Floer stable homotopy type Assaf Naor Princeton University Extension separation and isomorphic reverse isoperimetry Andre Neves University of Chicago Geodesics and minimal surfaces Lu Wang Yale University Hypersurfaces of low entropy are isotopically trivial Ruobing Zhang Princeton University Metric geometry of Calabi Yau manifolds in complex dimension twoReferences edit NSF Award Search Award 0072580 Geometry Festival NSF Retrieved 2022 04 24 External links editXIIth Geometry Festival 1997 XIIIth Geometry Festival 1998 XVIIth Geometry Festival 2002 XVIIIth Geometry Festival 2003 XIXth Geometry Festival 2004 XXth Geometry Festival 2005 23rd Geometry Festival 2008 24th Geometry Festival 2009 in memory of Detlef Gromoll 27th Geometry Festival 2012 29th Geometry Festival 2014 30th Geometry Festival 2015 31st Geometry Festival 2016 32nd Geometry Festival 2017 33rd Geometry Festival 2018 34th Geometry Festival 2019 35th Geometry Festival 2021 36th Geometry Festival 2022 Retrieved from https en wikipedia org w index php title Geometry Festival amp oldid 1208458112, wikipedia, wiki, book, books, library,

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