Канал: Max Planck Science

Global guarantees for policy gradient methods

Global guarantees for policy gradient methods

Bridging the Theory-practice Gap

Bridging the Theory-practice Gap

Generic alignment conjecture and the problem of emergence of collective behavior

Generic alignment conjecture and the problem of emergence of collective behavior

Anomalous Dissipation and the Strong Onsager Conjecture Part3: From Fourier series to wavelet series

Anomalous Dissipation and the Strong Onsager Conjecture Part3: From Fourier series to wavelet series

Anomalous Dissipation and the Strong Onsager Conjecture Part 2 (L^3 convex integration)

Anomalous Dissipation and the Strong Onsager Conjecture Part 2 (L^3 convex integration)

Anomalous Dissipation and the Strong Onsager Conjecture Part 1 (the local energy inequality)

Anomalous Dissipation and the Strong Onsager Conjecture Part 1 (the local energy inequality)

Anomalous Dissipation and the Strong Onsager Conjecture Part 4 (Error estimates)

Anomalous Dissipation and the Strong Onsager Conjecture Part 4 (Error estimates)

Anomalous Dissipation and the Strong Onsager Conjecture Part 5 (Intermittent pressure)

Anomalous Dissipation and the Strong Onsager Conjecture Part 5 (Intermittent pressure)

Zuviel Fußball im Fernsehen führt zu Haarausfall? Für Schüler:innen ab Klassenstufe 10

Zuviel Fußball im Fernsehen führt zu Haarausfall? Für Schüler:innen ab Klassenstufe 10

Ranging from Mathematical General Relativity, to Quantum Field- and Information Theory

Ranging from Mathematical General Relativity, to Quantum Field- and Information Theory

Mimi Dai, University of Illinois, Chicago: fluid equations, from Leray to Ladyzhenskaya, and beyond

Mimi Dai, University of Illinois, Chicago: fluid equations, from Leray to Ladyzhenskaya, and beyond

statistical manifolds (related to exponential families) have an F-manifold structure

statistical manifolds (related to exponential families) have an F-manifold structure

Riemann’s theta function

Riemann’s theta function

Partial Differential Equations 04: Transport equation, general solution

Partial Differential Equations 04: Transport equation, general solution

Partial Differential Equations 03: Transport equation, derivation

Partial Differential Equations 03: Transport equation, derivation

Partial Differential Equations 01: Introduction

Partial Differential Equations 01: Introduction

Partial Differential Equations 02: Three fundamental examples

Partial Differential Equations 02: Three fundamental examples

Partial Differential Equations 06: Transport with decay and nonlinear transport

Partial Differential Equations 06: Transport with decay and nonlinear transport

Partial Differential Equations 05: Method of characteristics

Partial Differential Equations 05: Method of characteristics

Partial Differential Equations 07: Wave equation, intuition

Partial Differential Equations 07: Wave equation, intuition

Partial Differential Equations 09: Wave equation, general solution

Partial Differential Equations 09: Wave equation, general solution

Partial Differential Equations 11: Wave equation, d'Alembert examples

Partial Differential Equations 11: Wave equation, d'Alembert examples

Partial Differential Equations 12: Wave equation, characteristics

Partial Differential Equations 12: Wave equation, characteristics

Partial Differential Equations 08: Wave equation, derivation

Partial Differential Equations 08: Wave equation, derivation

Partial Differential Equations 10: Wave equation, d'Alembert's formula

Partial Differential Equations 10: Wave equation, d'Alembert's formula

Partial Differential Equations 13: Wave equation, the method of separation of variables

Partial Differential Equations 13: Wave equation, the method of separation of variables

Time symmetric optimal stochastic control problems in space time domains

Time symmetric optimal stochastic control problems in space time domains

The nonadditive Bernstein Schrodinger problem, and applications to economics

The nonadditive Bernstein Schrodinger problem, and applications to economics

Brenier-Schrödinger problem: a probabilistic approach to Navier-Stokes equations

Brenier-Schrödinger problem: a probabilistic approach to Navier-Stokes equations

Optimal Transport in the Grand Canonical ensemble

Optimal Transport in the Grand Canonical ensemble

variational interpretation of General Relativity in vacuum in terms of optimal transport

variational interpretation of General Relativity in vacuum in terms of optimal transport

Hamilton Jacobi for controlled gradient flows the comparison principle

Hamilton Jacobi for controlled gradient flows the comparison principle

Free boundary problems with long range interaction

Free boundary problems with long range interaction

Small-time asymptotics of the metric Schrödinger problem

Small-time asymptotics of the metric Schrödinger problem

Stochastic mean curvature flow and intertwined Brownian motion

Stochastic mean curvature flow and intertwined Brownian motion

From Second order Differential Geometry to a Stochastic Version of Mechanics

From Second order Differential Geometry to a Stochastic Version of Mechanics

Feynman-Kac formula under a finite entropy condition

Feynman-Kac formula under a finite entropy condition

Semi discrete Generated Jacobian Equation

Semi discrete Generated Jacobian Equation

Quadratic PDE, optimal ballistic transport and pseudoentropic regularization

Quadratic PDE, optimal ballistic transport and pseudoentropic regularization

On quantum Wasserstein distances

On quantum Wasserstein distances

Small time estimates for kernels of strictly hypoelliptic diffusions

Small time estimates for kernels of strictly hypoelliptic diffusions

Entropic minimization w r t branching Brownian motion

Entropic minimization w r t branching Brownian motion

Remarks on multi marginal entropic optimal transport

Remarks on multi marginal entropic optimal transport

Schrödinger’s and Nelson’s problems and stochastic optimal transport

Schrödinger’s and Nelson’s problems and stochastic optimal transport

Brownian motion on Wasserstein space and Dean Kawasaki models

Brownian motion on Wasserstein space and Dean Kawasaki models

The structure group revisited

The structure group revisited

Connections to the Gaussian free field via large-scale linearization of Monge-Ampère

Connections to the Gaussian free field via large-scale linearization of Monge-Ampère

Optimal transport: A Variational approach to regularity for Monge-Ampère (matching problem)

Optimal transport: A Variational approach to regularity for Monge-Ampère (matching problem)

A Variational approach to the regularity theory for optimal transportation

A Variational approach to the regularity theory for optimal transportation

Poincaré normal forms

Poincaré normal forms

Explaining the Decisions of Deep Neural Networks

Explaining the Decisions of Deep Neural Networks

A Sober Look at Neural Network Initializations

A Sober Look at Neural Network Initializations

Neural Network Compression - model-capacity ans parameter redundancy of neural networks

Neural Network Compression - model-capacity ans parameter redundancy of neural networks

Introduction Deep Learning Theory

Introduction Deep Learning Theory

Scattering Theory 3

Scattering Theory 3

Scattering Theory 2

Scattering Theory 2

financial machine learning

financial machine learning

Scattering Theory 1

Scattering Theory 1

Basic concepts of noncommutative geometry and deformation quantization 1

Basic concepts of noncommutative geometry and deformation quantization 1

Discrete Structures: Combinatorial Geometry 1

Discrete Structures: Combinatorial Geometry 1

Convex intergration for fluid dynamics

Convex intergration for fluid dynamics

Classical minimal surfaces and their genus 4

Classical minimal surfaces and their genus 4

Classical minimal surfaces and their genus 3

Classical minimal surfaces and their genus 3

Classical minimal surfaces and their genus 2

Classical minimal surfaces and their genus 2

Metric geometry and machine learning

Metric geometry and machine learning

Classical minimal surfaces and their genus 1

Classical minimal surfaces and their genus 1

The concept of curvature and network analysis

The concept of curvature and network analysis

Information geometry and statistics

Information geometry and statistics

Riemannian geometry and theoretical physics

Riemannian geometry and theoretical physics

Compositional game theory 4 (Bayesian open games)

Compositional game theory 4 (Bayesian open games)

Compositional game theory 3

Compositional game theory 3

Compositional game theory 2

Compositional game theory 2

Compositional game theory 1

Compositional game theory 1

Tropical Geometry: Surfaces

Tropical Geometry: Surfaces

Tropical Geometry: Toric Varieties

Tropical Geometry: Toric Varieties

Tropical Geometry: Geometric Tropicalization

Tropical Geometry: Geometric Tropicalization

Tropical Geometry: Fields and Varieties

Tropical Geometry: Fields and Varieties

Tropical Geometry: Fundamental Theorem

Tropical Geometry: Fundamental Theorem

Tropical Geometry: Gröbner Bases and Tropical Bases

Tropical Geometry: Gröbner Bases and Tropical Bases

Tropical Geometry: Curve Counting

Tropical Geometry: Curve Counting

Tropical Geometry: Matrix Rank

Tropical Geometry: Matrix Rank

Tropical Geometry: Topical Convexity

Tropical Geometry: Topical Convexity

Tropical Geometry: Linear Spaces

Tropical Geometry: Linear Spaces

Tropical Geometry: Structure Theorem

Tropical Geometry: Structure Theorem

Tropical Geometry: Plane Curves

Tropical Geometry: Plane Curves

Topological conjugacy, Hartman Grobman

Topological conjugacy, Hartman Grobman

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 4

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 4

Invariant measures

Invariant measures

Entropy concepts, topological ans measure theoretic, entropy and information

Entropy concepts, topological ans measure theoretic, entropy and information

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 3

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 3

Entropy of dynamical systems

Entropy of dynamical systems

stable, unstable and center manifolds

stable, unstable and center manifolds

Examples and applications (pattern formation)

Examples and applications (pattern formation)

Dynamical Systems Morse-Conley Theory

Dynamical Systems Morse-Conley Theory

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 2

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 2

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 1

Introduction to dynamical systems. Existence, continous dependence of solutions to ODEs 1

Analysis on metric spaces

Analysis on metric spaces

Hadamard- and Alexandrov spaces 1

Hadamard- and Alexandrov spaces 1

Notions of curvature in Riemannian and metric geometry

Notions of curvature in Riemannian and metric geometry

Optimal transport 2

Optimal transport 2

Optimal transport 1

Optimal transport 1

Jacobi Fields and Comparison Theorems

Jacobi Fields and Comparison Theorems

Closed Geodesics 1

Closed Geodesics 1

algebraic geometry and Galois theory 4

algebraic geometry and Galois theory 4

algebraic geometry and Galois theory 3

algebraic geometry and Galois theory 3

algebraic geometry and Galois theory 2

algebraic geometry and Galois theory 2

algebraic geometry and Galois theory 1

algebraic geometry and Galois theory 1

Mathematical Cosmology VI

Mathematical Cosmology VI

Mathematical Cosmology V

Mathematical Cosmology V

Mathematical Cosmology IV

Mathematical Cosmology IV

Mathematical Cosmology III

Mathematical Cosmology III

Mathematical Cosmology II

Mathematical Cosmology II

Mathematical Cosmology I

Mathematical Cosmology I

Stochastic Integration IV

Stochastic Integration IV

Stochastic Integration III

Stochastic Integration III

Stochastic Integration II

Stochastic Integration II

Stochastic Integration I

Stochastic Integration I

Martingale theory IV

Martingale theory IV

Martingale theory II

Martingale theory II

Martingale theory I

Martingale theory I

Martingale theory III

Martingale theory III

Markov chains IV

Markov chains IV

Markov chains III

Markov chains III

Markov chains II

Markov chains II

Markov chains I

Markov chains I

Evolutionary dynamics IV

Evolutionary dynamics IV

Evolutionary dynamics III

Evolutionary dynamics III

Evolutionary dynamics II

Evolutionary dynamics II

Evolutionary dynamics I

Evolutionary dynamics I

A journey in the world of geometry and algebra III

A journey in the world of geometry and algebra III

A journey in the world of geometry and algebra II

A journey in the world of geometry and algebra II

A journey in the world of geometry and algebra I

A journey in the world of geometry and algebra I

Gradient Flow II

Gradient Flow II

Gradient Flow V

Gradient Flow V

Gradient Flow IV

Gradient Flow IV

Gradient Flow III

Gradient Flow III

Gradient Flow I

Gradient Flow I

Discrete Structures with an emphasis on models from chemistry and biology III

Discrete Structures with an emphasis on models from chemistry and biology III

Discrete Structures with an emphasis on models from chemistry and biology II

Discrete Structures with an emphasis on models from chemistry and biology II

Discrete Structures with an emphasis on models from chemistry and biology IV

Discrete Structures with an emphasis on models from chemistry and biology IV

Discrete Structures with an emphasis on models from chemistry and biology I

Discrete Structures with an emphasis on models from chemistry and biology I

Semidefinite Programming

Semidefinite Programming

Tensors

Tensors

Primary Decomposition

Primary Decomposition

Hilbert’s Nullstellensatz - theorem of zeros

Hilbert’s Nullstellensatz - theorem of zeros

Invariant Theory

Invariant Theory

Algebraic Varieties

Algebraic Varieties

Toric Varieties

Toric Varieties

Linear Spaces and Grassmannians

Linear Spaces and Grassmannians

Representation Theory

Representation Theory

Polytopes and Matroids

Polytopes and Matroids

Elimination and Implicitization

Elimination and Implicitization

Tropical Algebra

Tropical Algebra

Hamiltonian systems and symplectic geometry V

Hamiltonian systems and symplectic geometry V

Scalar conservation laws III

Scalar conservation laws III

Scalar conservation laws I

Scalar conservation laws I

Scalar conservation laws II

Scalar conservation laws II

Hamiltonian systems and symplectic geometry IV

Hamiltonian systems and symplectic geometry IV

Scalar conservation laws IV

Scalar conservation laws IV

Hamiltonian systems and symplectic geometry III

Hamiltonian systems and symplectic geometry III

Scalar conservation laws V

Scalar conservation laws V

Hamiltonian systems and symplectic geometry II

Hamiltonian systems and symplectic geometry II

Hamiltonian systems and symplectic geometry I

Hamiltonian systems and symplectic geometry I

Ergodic theory 5

Ergodic theory 5

Ergodic theory 1

Ergodic theory 1

Ergodic theory 3

Ergodic theory 3

Ergodic theory 2

Ergodic theory 2

Ergodic theory 4

Ergodic theory 4

Basic properties of harmonic functions part I

Basic properties of harmonic functions part I

Basic properties of harmonic functions part IV

Basic properties of harmonic functions part IV

Basic properties of harmonic functions part II

Basic properties of harmonic functions part II

Basic properties of harmonic functions part V

Basic properties of harmonic functions part V

Basic properties of harmonic functions part III

Basic properties of harmonic functions part III

Livestream von MY ONE

Livestream von MY ONE

komplexe Zahlen konjugierte Zahl, Rechenregeln

komplexe Zahlen konjugierte Zahl, Rechenregeln

komplexe Zahlen Eulersche Identität 2

komplexe Zahlen Eulersche Identität 2

komplexe Zahlen (Eulersche Formel & der moivresche Satz)

komplexe Zahlen (Eulersche Formel & der moivresche Satz)

komplexe Zahlen Eulersche Identität 1

komplexe Zahlen Eulersche Identität 1

komplexe Zahlen (Additionstheorem, Lösungsform quadratischer Gleichung)

komplexe Zahlen (Additionstheorem, Lösungsform quadratischer Gleichung)

komplexe Zahlen (Additionstheoreme & Potenzreihen)

komplexe Zahlen (Additionstheoreme & Potenzreihen)

komplexe Zahlen (Einführung)

komplexe Zahlen (Einführung)

komplexe Zahlen (Gaußsche Zahlenebene)

komplexe Zahlen (Gaußsche Zahlenebene)

Geodesic flow on Riemannian manifolds 1

Geodesic flow on Riemannian manifolds 1

iLL posedness for Leray solutions of the ipodissipative Navier Stokes equations (Camillo De Lellis)

iLL posedness for Leray solutions of the ipodissipative Navier Stokes equations (Camillo De Lellis)

The H-Principle and Turbulence (László Székelyhidi)

The H-Principle and Turbulence (László Székelyhidi)

Euler and Navier-Stokes Equations (László Székelyhidi) Part 4

Euler and Navier-Stokes Equations (László Székelyhidi) Part 4

Euler and Navier-Stokes Equations (László Székelyhidi) Part 3

Euler and Navier-Stokes Equations (László Székelyhidi) Part 3

Euler and Navier-Stokes Equations (László Székelyhidi) Part 2

Euler and Navier-Stokes Equations (László Székelyhidi) Part 2

Euler and Navier-Stokes Equations (László Székelyhidi) Part 1

Euler and Navier-Stokes Equations (László Székelyhidi) Part 1