Канал: Harvard Mathematics Department

Daniel Cristofaro-Gardiner: Low-dimensional topology and dynamics

Daniel Cristofaro-Gardiner: Low-dimensional topology and dynamics

Samit Dasgupta: Starkas conjectures and explicit class field theories

Samit Dasgupta: Starkas conjectures and explicit class field theories

Daniel Litt: Motives, mapping class groups and monodromy

Daniel Litt: Motives, mapping class groups and monodromy

Lisa Piccirillo: Exotic Phenomena in dimension 4

Lisa Piccirillo: Exotic Phenomena in dimension 4

Jiaoyang Huang: Random Matrix Statistics and Airy Line Ensembles

Jiaoyang Huang: Random Matrix Statistics and Airy Line Ensembles

Directed polymers, log correlated fields and varying variance branching random walks

Directed polymers, log correlated fields and varying variance branching random walks

An spde as a hydrodynamic limit in a random environment

An spde as a hydrodynamic limit in a random environment

Algorithmic threshold for perceptron models

Algorithmic threshold for perceptron models

From large deviations to delocalization of 3D Ising and Potts interfaces

From large deviations to delocalization of 3D Ising and Potts interfaces

Generalized Ray-Knight theorems: their applications and limitations

Generalized Ray-Knight theorems: their applications and limitations

Hamiltonian ODEs, Stochastic Geometry and Arnold's Conjecture

Hamiltonian ODEs, Stochastic Geometry and Arnold's Conjecture

Heat equation from a deterministic dynamics

Heat equation from a deterministic dynamics

Linear fluctuation of interfaces in a reaction diffusion model

Linear fluctuation of interfaces in a reaction diffusion model

Integration by parts for KPZ

Integration by parts for KPZ

Scaling limits of random planar maps

Scaling limits of random planar maps

Rare transitions in noisy heteroclinic networks

Rare transitions in noisy heteroclinic networks

Large deviations principles for interacting stochastic processes on sparse graphs

Large deviations principles for interacting stochastic processes on sparse graphs

Asymptotic for the capacity of the range of simple random walk

Asymptotic for the capacity of the range of simple random walk

Homogenization of nonconvex Hamilton-Jacobi equations in stationary ergodic media

Homogenization of nonconvex Hamilton-Jacobi equations in stationary ergodic media

KPZ fluctuations in the planar stochastic heat equation

KPZ fluctuations in the planar stochastic heat equation

Percolation and geometry of Cayley graphs

Percolation and geometry of Cayley graphs

On signatures, log–signatures, moments and cumulants

On signatures, log–signatures, moments and cumulants

Large Deviations of Discrete Non-Intersecting Walks

Large Deviations of Discrete Non-Intersecting Walks

Spin glass phase in the Edwards-Anderson model at zero temperature

Spin glass phase in the Edwards-Anderson model at zero temperature

Dynamics of optimization in high dimensions: summary statistics, effective dynamics and...

Dynamics of optimization in high dimensions: summary statistics, effective dynamics and...

Bijections

Bijections

Some positivity conjectures for symmetric functions

Some positivity conjectures for symmetric functions

Generating functions I have known

Generating functions I have known

Vector parking functions and extensions

Vector parking functions and extensions

Algebraic structures associated with the Young–Fibonacci lattice

Algebraic structures associated with the Young–Fibonacci lattice

Times I surprised Richard

Times I surprised Richard

Stanley and non-Stanley chromatic symmetric functions

Stanley and non-Stanley chromatic symmetric functions

The merging operation and (d − i)-simplicial i-simple d-polytopes

The merging operation and (d − i)-simplicial i-simple d-polytopes

Richard Stanley’s work on shuffling cards and the characters of S∞

Richard Stanley’s work on shuffling cards and the characters of S∞

Why greatness cannot be planned

Why greatness cannot be planned

Day 3 Pecha Kucha Session

Day 3 Pecha Kucha Session

Pick’s formula and Castelnuovo polytopes

Pick’s formula and Castelnuovo polytopes

A view from Brazil: rethinking racial integration in the United States

A view from Brazil: rethinking racial integration in the United States

Combinatorics and complexity of Stanley’s inequality

Combinatorics and complexity of Stanley’s inequality

Day 2 Pecha Kucha Session

Day 2 Pecha Kucha Session

Sets that support a joint distribution

Sets that support a joint distribution

Richard Stanley – Master connector

Richard Stanley – Master connector

Incidences and tilings

Incidences and tilings

Brewing Fubini-Bruhat partial orders with ASMs

Brewing Fubini-Bruhat partial orders with ASMs

The further adventures of Stanley’s transfer map

The further adventures of Stanley’s transfer map

Day 1 Pecha Kucha Session

Day 1 Pecha Kucha Session

Identities for cylindric Schur functions

Identities for cylindric Schur functions

A Lifetime Journey with P.A. MacMahon

A Lifetime Journey with P.A. MacMahon

CDM 2023: Vesselin Dimitrov: Modular forms and arithmetic algebraization methods

CDM 2023: Vesselin Dimitrov: Modular forms and arithmetic algebraization methods

CDM 2023: Bhargav Bhatt: p-adic motives I

CDM 2023: Bhargav Bhatt: p-adic motives I

CDM 2023: Paul Bourgade: Random matrices, the Riemann zeta function and pranching processes I

CDM 2023: Paul Bourgade: Random matrices, the Riemann zeta function and pranching processes I

CDM 2023: Bhargav Bhatt: p-adic motives II

CDM 2023: Bhargav Bhatt: p-adic motives II

CDM 2023: Amol Aggarwal: Universality results in random tiling models II

CDM 2023: Amol Aggarwal: Universality results in random tiling models II

CDM 2023: Vesselin Dimitrov: Modular forms and arithmetic algebraization methods I

CDM 2023: Vesselin Dimitrov: Modular forms and arithmetic algebraization methods I

CDM 2023: Amol Aggarwal: Universality results in random tiling models I

CDM 2023: Amol Aggarwal: Universality results in random tiling models I

CDM 2023: Paul Bourgade: Random matrices, The Riemann zeta function and branching processes II

CDM 2023: Paul Bourgade: Random matrices, The Riemann zeta function and branching processes II

CDM 2023:Welcome

CDM 2023:Welcome

CDM 2023: Greta Panova Computational complexity in algebraic combinatorics I

CDM 2023: Greta Panova Computational complexity in algebraic combinatorics I

CDM 2023: Greta Panova: Computational complexity in algebraic combinatorics II

CDM 2023: Greta Panova: Computational complexity in algebraic combinatorics II

Geordie Williamson: Parity sheaves and modular representations II

Geordie Williamson: Parity sheaves and modular representations II

Geordie Williamson: Parity sheaves and modular representations I

Geordie Williamson: Parity sheaves and modular representations I

Jun Li: Structure Results fo BCOV and YY Part II

Jun Li: Structure Results fo BCOV and YY Part II

Jun Li: Structure results of BCOV and YY Part I

Jun Li: Structure results of BCOV and YY Part I

Andre Neves: Recent progress on minimal surfaces I

Andre Neves: Recent progress on minimal surfaces I

Andre Neves: Recent progress on minimal surfaces II

Andre Neves: Recent progress on minimal surfaces II

Subhash Khot: Hardness of Approximation: From the PCP Theorem to the 2-to-2 Games Theorem

Subhash Khot: Hardness of Approximation: From the PCP Theorem to the 2-to-2 Games Theorem

Subhash Khot: Characterization of Non-expanding Sets in the Grassmann Graph

Subhash Khot: Characterization of Non-expanding Sets in the Grassmann Graph

Svetlana Jitomirskaya: Critical phenomena, arithmetic phase transitions, and universality I

Svetlana Jitomirskaya: Critical phenomena, arithmetic phase transitions, and universality I

Svetlana Jitomirskaya: Critical phenomena, arithmetic phase transitions, and universality II

Svetlana Jitomirskaya: Critical phenomena, arithmetic phase transitions, and universality II

Peter Sarnak: Applications of Points on Subvarieties of Tori

Peter Sarnak: Applications of Points on Subvarieties of Tori

Peter Sarnak: Integer Points on Affine Cubic Surfaces

Peter Sarnak: Integer Points on Affine Cubic Surfaces

Allan Sly: Phase transitions for Random Constraint Satisfaction Problems

Allan Sly: Phase transitions for Random Constraint Satisfaction Problems

Frank Calegari: Potential modularity of Abelian surfaces I

Frank Calegari: Potential modularity of Abelian surfaces I

Ben Howard: Periods of Abelian Varieties with Complex Multiplication II

Ben Howard: Periods of Abelian Varieties with Complex Multiplication II

Eugenia Malinnikova: Yau's conjecture on zero sets of Laplace eigenfunctions

Eugenia Malinnikova: Yau's conjecture on zero sets of Laplace eigenfunctions

Ben Howard: Periods of Abelian Varieties with Complex Multiplication I

Ben Howard: Periods of Abelian Varieties with Complex Multiplication I

Frank Calegari: Potential modularity of Abelian surfaces II

Frank Calegari: Potential modularity of Abelian surfaces II

Aaron Brown: Recent progress in the Zimmer program II

Aaron Brown: Recent progress in the Zimmer program II

Aaron Brown: Recent progress in the Zimmer program I

Aaron Brown: Recent progress in the Zimmer program I

Aleksandr Logunov: New results on Landis conjecture and Yau's conjecture.

Aleksandr Logunov: New results on Landis conjecture and Yau's conjecture.

Allan Sly: Phase transitions of random constraint satisfaction problems I

Allan Sly: Phase transitions of random constraint satisfaction problems I

Sanjeev Arora: Toward Theoretical Understanding of Deep Learning

Sanjeev Arora: Toward Theoretical Understanding of Deep Learning

Sanjeev Arora: What is Machine Learning?

Sanjeev Arora: What is Machine Learning?

Maryna Viazovska: Sphere packings, Fourier Interpoaltion and Modular Forms II

Maryna Viazovska: Sphere packings, Fourier Interpoaltion and Modular Forms II

Nick Sheridan: Mirror Symmetry and Versality I

Nick Sheridan: Mirror Symmetry and Versality I

Nicolai Makarov: Random Matrices, Laplacian Growth and Conformal Dynamics I

Nicolai Makarov: Random Matrices, Laplacian Growth and Conformal Dynamics I

Neshan Wickramaskera: Regularity of minimal and constant - mean -curvature hypersurfaces

Neshan Wickramaskera: Regularity of minimal and constant - mean -curvature hypersurfaces

Nick Sheridan: Versality at the boundary of the moduli space (II)

Nick Sheridan: Versality at the boundary of the moduli space (II)

Neshan Wickramasekera: Variational theory of minimal hypersurfaces in Riemannian manifolds

Neshan Wickramasekera: Variational theory of minimal hypersurfaces in Riemannian manifolds

Santosh Vempala: The KLS conjecture II

Santosh Vempala: The KLS conjecture II

Santosh Vempala: The KLS conjecture I

Santosh Vempala: The KLS conjecture I

Nicolai Makarov: Random matrices, Laplacian Growth and Conformal Dynamics II

Nicolai Makarov: Random matrices, Laplacian Growth and Conformal Dynamics II

Maryna Viazovska: Sphere packings, Fourier Interpoaltion and Modular Forms I

Maryna Viazovska: Sphere packings, Fourier Interpoaltion and Modular Forms I

JDG 2017: Tristan Collins: The deformed Hermitian Yang-Mills equation

JDG 2017: Tristan Collins: The deformed Hermitian Yang-Mills equation

JDG 2017: Artan Sheshmani: Hilbert Schemes, Donaldson-Thomas Theory, Vafa-Witten and Seiberg Witten

JDG 2017: Artan Sheshmani: Hilbert Schemes, Donaldson-Thomas Theory, Vafa-Witten and Seiberg Witten

JDG 2017: David Gabai: The 4-Dimensional light bulb problem

JDG 2017: David Gabai: The 4-Dimensional light bulb problem

JDG 2017: Kenji Fukayua: Equivariant Floer Homology

JDG 2017: Kenji Fukayua: Equivariant Floer Homology

JDG 2017: John Pardon: Liouville sectors and local open-closed map

JDG 2017: John Pardon: Liouville sectors and local open-closed map

JDG 2017: William Minicozzi: Level set method for motion by mean curvature

JDG 2017: William Minicozzi: Level set method for motion by mean curvature

JDG 2017: Denis Auroux: Speculations about Homological Mirror Symmetry for Affine Hypersurfaces

JDG 2017: Denis Auroux: Speculations about Homological Mirror Symmetry for Affine Hypersurfaces

JDG 2017: Camille de Lellis: The Onsager Theorem

JDG 2017: Camille de Lellis: The Onsager Theorem

JDG 2017: William Meeks: Recent Progress in the Theory of CMC Surfaces in 3-Manifolds

JDG 2017: William Meeks: Recent Progress in the Theory of CMC Surfaces in 3-Manifolds

JDG 2017: Blaine Lawson: Lagrangian potential theory and Lagrangian equation of Monge Ampere type

JDG 2017: Blaine Lawson: Lagrangian potential theory and Lagrangian equation of Monge Ampere type

JDG 2017: Simon Donaldson: Variational Problems Related to Special Holonomy

JDG 2017: Simon Donaldson: Variational Problems Related to Special Holonomy

JDG 2017: Larry Guth: Efficiently contracting contractible maps

JDG 2017: Larry Guth: Efficiently contracting contractible maps

JDG 2017: Huai-Dong Cao: Geometry and Stability of Ricci Solitons

JDG 2017: Huai-Dong Cao: Geometry and Stability of Ricci Solitons

JDG 2017: Steve Zelditch: Local and global analysis of nodal sets

JDG 2017: Steve Zelditch: Local and global analysis of nodal sets

JDG 2017: Bong Lian: Riemann-Hilbert problem for period integrals

JDG 2017: Bong Lian: Riemann-Hilbert problem for period integrals

JDG 2017: Jean-Pierre Demailly: L^2 Extension Theorem

JDG 2017: Jean-Pierre Demailly: L^2 Extension Theorem

JDG 2017: Mu-Tao Wang: Linear stability of Schwarzschild black hole: the Cauchy problem

JDG 2017: Mu-Tao Wang: Linear stability of Schwarzschild black hole: the Cauchy problem

JDG 2017: Alena Pirutka: Irrationality Problems.

JDG 2017: Alena Pirutka: Irrationality Problems.

JDG 2017: Yuiiro Kawamata: Birational geometry and derived categories

JDG 2017: Yuiiro Kawamata: Birational geometry and derived categories

JDG 2017: Si Li: Vertex algebras, quantum master equation and mirror symmetry

JDG 2017: Si Li: Vertex algebras, quantum master equation and mirror symmetry

JDG 2017: Jun Li: Recursive Relation for GW of quintic CY via Mixed-Spin-P fields

JDG 2017: Jun Li: Recursive Relation for GW of quintic CY via Mixed-Spin-P fields

JDG 2017: Frances Kirwan: Variation of non-reductive geometric invariant theory.

JDG 2017: Frances Kirwan: Variation of non-reductive geometric invariant theory.

JDG 2017: Cumrun Vafa: String Theory and Homological Invariants for 3-manifolds

JDG 2017: Cumrun Vafa: String Theory and Homological Invariants for 3-manifolds

JDG 2017: Ciprian Manolescu: Homology cobordism and triangulations

JDG 2017: Ciprian Manolescu: Homology cobordism and triangulations

JDG 2017: Fernando Coda Marques: Space of cycles, Weyl's law and Morse index estimates

JDG 2017: Fernando Coda Marques: Space of cycles, Weyl's law and Morse index estimates

JDG 2017: Richard Schoen: The Einstein Constraint Equations

JDG 2017: Richard Schoen: The Einstein Constraint Equations

JDG 2017: Duong Phong: Supersymmetric string vacua with torsion and geometric flows

JDG 2017: Duong Phong: Supersymmetric string vacua with torsion and geometric flows

JDG 2017: Caucher Birkar: Singularities and Fano Varieties in Birational Geometry

JDG 2017: Caucher Birkar: Singularities and Fano Varieties in Birational Geometry

JDG 2017: Mina Aganagic: Mathematical Applications of Little String Theory.

JDG 2017: Mina Aganagic: Mathematical Applications of Little String Theory.

JDG 2017: Dan Freed, Complex Chern-Simons Invariants of 3-Manifolds and Abelianization

JDG 2017: Dan Freed, Complex Chern-Simons Invariants of 3-Manifolds and Abelianization

JDG 2017: Melissa Liu: Mirror Symmetry and Topological Recursion

JDG 2017: Melissa Liu: Mirror Symmetry and Topological Recursion

JDG 2017: Cliff Taubes, The behavior of sequence of solutions to the Vafa-Witten equations

JDG 2017: Cliff Taubes, The behavior of sequence of solutions to the Vafa-Witten equations

JDG 2017: Friday: Introduction by ST Yau, HD Cao

JDG 2017: Friday: Introduction by ST Yau, HD Cao

Jean-Pierre Serre: Some simple facts on lattices and orthogonal group representations

Jean-Pierre Serre: Some simple facts on lattices and orthogonal group representations

Jean-Pierre Serre: 50 years ago: a great time for Number Theory

Jean-Pierre Serre: 50 years ago: a great time for Number Theory

Kurt Johansson: Edge fluctuations of Limit Shapes (II)

Kurt Johansson: Edge fluctuations of Limit Shapes (II)

Kurt Johansson: Edge fluctuations of limit shapes (I)

Kurt Johansson: Edge fluctuations of limit shapes (I)

Adam Marcus: The solution of the Kadison-Singer problem

Adam Marcus: The solution of the Kadison-Singer problem

NIkhil Srivastava: Around the Kadison-Singer Problem

NIkhil Srivastava: Around the Kadison-Singer Problem

Laszlo Babai: Symmetry versus Regularity II

Laszlo Babai: Symmetry versus Regularity II

Laszlo Babai: Symmetry versus Regularity I

Laszlo Babai: Symmetry versus Regularity I

Xinwen Zhu: Geometric Satake for p-adic groups II

Xinwen Zhu: Geometric Satake for p-adic groups II

Xinwen Zhu: Geometric Satake for p-adic groups

Xinwen Zhu: Geometric Satake for p-adic groups

June Huh: Hard Lefschetz Properties and Hodge-Riemann Relations II

June Huh: Hard Lefschetz Properties and Hodge-Riemann Relations II

June Huh: Hard Lefschetz Properties and Hodge-Riemann relations (I)

June Huh: Hard Lefschetz Properties and Hodge-Riemann relations (I)

Peter Scholze: Locally symmetric spaces and Galois representations II

Peter Scholze: Locally symmetric spaces and Galois representations II

Peter Scholze: Locally symmetric spaces, and Galois representations

Peter Scholze: Locally symmetric spaces, and Galois representations

Chang-Shou Lin: Green Function, mean Field equation and Painleve VI equation

Chang-Shou Lin: Green Function, mean Field equation and Painleve VI equation

Chang-Shou Lin: Green function, mean field equation and Painleve VI, talk 2

Chang-Shou Lin: Green function, mean field equation and Painleve VI, talk 2

Xuhua He: Affine Hecke algebras and p-adic groups II

Xuhua He: Affine Hecke algebras and p-adic groups II

Xuhua He: Affine Hecke Algebras and p-adic groups I

Xuhua He: Affine Hecke Algebras and p-adic groups I

Hugo Duminil-Copin: Geometric approaches to lattice spin models II

Hugo Duminil-Copin: Geometric approaches to lattice spin models II

Hugo Duminil-Copin: Geometric approaches to lattice spin models I

Hugo Duminil-Copin: Geometric approaches to lattice spin models I

Simon Donaldson: Kaehler Einstein metrics and algebraic geometry II

Simon Donaldson: Kaehler Einstein metrics and algebraic geometry II

Simon Donaldson: Kaehler-Einstein metrics and algebraic geometry I

Simon Donaldson: Kaehler-Einstein metrics and algebraic geometry I

Serre: Finite groups, Yesterday and Today

Serre: Finite groups, Yesterday and Today

Categorification of Fourier Theory

Categorification of Fourier Theory

Curtis Mc Mullen: Gauss Bonnet for Cone manifolds and volumes of moduli spaces

Curtis Mc Mullen: Gauss Bonnet for Cone manifolds and volumes of moduli spaces

Mu-Tao Wang: Energy, momentum and center of mass in GR

Mu-Tao Wang: Energy, momentum and center of mass in GR

Claire Voisin: Some new results on modified diagonals

Claire Voisin: Some new results on modified diagonals

Richard Thomas: The Katz-Klemm-Vafa formula

Richard Thomas: The Katz-Klemm-Vafa formula

Fernando Coda Marques: Existence of minimal hypersurfaces

Fernando Coda Marques: Existence of minimal hypersurfaces

Nigel Hitchin: Higgs bundles and diffeomorphism groups

Nigel Hitchin: Higgs bundles and diffeomorphism groups

William Meeks: Recent progress in the theory of mean curvature surfaces

William Meeks: Recent progress in the theory of mean curvature surfaces

Camillo de Lellis: Regularity theory of area-minimizing surfaces in higher codimension

Camillo de Lellis: Regularity theory of area-minimizing surfaces in higher codimension

Camillo De Lellis: The Size of singularities of minimal surfaces II

Camillo De Lellis: The Size of singularities of minimal surfaces II

Camillo De Lellis: The size of singularities of minimal surfaces I

Camillo De Lellis: The size of singularities of minimal surfaces I

Thomas Lam: Totally nonnegative Grassmannian and the Amplituhedron

Thomas Lam: Totally nonnegative Grassmannian and the Amplituhedron

Thomas Lam, Total positivity, crystals and Whittaker functions

Thomas Lam, Total positivity, crystals and Whittaker functions

Dmitry Panchenko: The Sherrington-Kirkpatrick model II

Dmitry Panchenko: The Sherrington-Kirkpatrick model II

Dmitry Panchenko: The Sherrington Kirkpatrick model I

Dmitry Panchenko: The Sherrington Kirkpatrick model I

Martin Hairer: Construction of the Dynamical phi(3,4) model

Martin Hairer: Construction of the Dynamical phi(3,4) model

Martin Hairer: Renormalization and Stochastic PDEs

Martin Hairer: Renormalization and Stochastic PDEs

Maryam Mirzakhani, Dynamics Moduli Spaces of Curves II

Maryam Mirzakhani, Dynamics Moduli Spaces of Curves II

Maryam Mirzakhani, Dynamics Moduli Spaces of Curves I

Maryam Mirzakhani, Dynamics Moduli Spaces of Curves I