Riemann Hilbert problems, Fredholm determinants, explicit combinatorial expansions, and connection

Riemann Hilbert problems, Fredholm determinants, explicit combinatorial expansions, and connection

20190802 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 1Подробнее

20190802 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 1

Oleg Lisovyy - Fredholm determinant and Nekrasov type representationsПодробнее

Oleg Lisovyy - Fredholm determinant and Nekrasov type representations

Dr. Manuela Girotti | Soliton versus the gas: Fredholm determinants, analysis, and kinetic equationsПодробнее

Dr. Manuela Girotti | Soliton versus the gas: Fredholm determinants, analysis, and kinetic equations

The computational theory of Riemann–Hilbert problems (Lecture 1) by Thomas TrogdonПодробнее

The computational theory of Riemann–Hilbert problems (Lecture 1) by Thomas Trogdon

Tom Trogdon: Perturbations of orthogonal polynomials: Riemann-Hilbert problems, random matrices ...Подробнее

Tom Trogdon: Perturbations of orthogonal polynomials: Riemann-Hilbert problems, random matrices ...

Isomonodromic tau functions on Riemann Surfaces through free fermions and four-dimensional QFTsПодробнее

Isomonodromic tau functions on Riemann Surfaces through free fermions and four-dimensional QFTs

20190805 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 4Подробнее

20190805 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 4

Prof. Thomas Trogdon | On the numerical solution of Riemann--Hilbert problems with theta-function...Подробнее

Prof. Thomas Trogdon | On the numerical solution of Riemann--Hilbert problems with theta-function...

Percy Deift (1.1) Riemann-Hilbert problems, part 1.1Подробнее

Percy Deift (1.1) Riemann-Hilbert problems, part 1.1

Nalini Joshi: Motion, Monodromy and Q-Riemann Hilbert ProblemsПодробнее

Nalini Joshi: Motion, Monodromy and Q-Riemann Hilbert Problems

closed, unclosed contours and the Riemann- Hilbert problem,The Hilbert-Kernel #integral equationsПодробнее

closed, unclosed contours and the Riemann- Hilbert problem,The Hilbert-Kernel #integral equations

Andy Neitzke, "BPS states, Riemann-Hilbert problems and topological field theories" (1/2)Подробнее

Andy Neitzke, 'BPS states, Riemann-Hilbert problems and topological field theories' (1/2)

20190806 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 5Подробнее

20190806 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 5

Alexandre Krajenbrink -- Fredholm determinants, exact solutions to the KPZ equation, ...Подробнее

Alexandre Krajenbrink -- Fredholm determinants, exact solutions to the KPZ equation, ...

The computational theory of Riemann–Hilbert problems (Lecture 4) by Thomas TrogdonПодробнее

The computational theory of Riemann–Hilbert problems (Lecture 4) by Thomas Trogdon

The computational theory of Riemann–Hilbert problems (Lecture 3) by Thomas TrogdonПодробнее

The computational theory of Riemann–Hilbert problems (Lecture 3) by Thomas Trogdon

Gap probabilities and Riemann-Hilbert problems in determinantal random point processes - BertolaПодробнее

Gap probabilities and Riemann-Hilbert problems in determinantal random point processes - Bertola

20190805 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 3Подробнее

20190805 NCTS Short Course on Riemann Hilbert Method in Integrable Systems Lecture 3

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