Библиотека клуба Гиперборей

Spectral flow and some applications. Part 3

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Владимир Назайкинский | Vladimir Nazaikinskii Курс лекций: Summer school Embedded video for Spectral...

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Eigenvalues and resonances emerging from thresholds in essential spectra. Part 3

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Денис Борисов | Denis Borisov Курс лекций: Summer school Embedded video for Eigenvalues...

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Eigenvalues and resonances emerging from thresholds in essential spectra. Part 4

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Eta-invariant for parameter-dependent families with periodic coefficients

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Константин Жуйков | Konstantin Zhuikov Курс лекций: Summer school Embedded video for Eta-invariant...

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Stochastic homogenization of convolution type operators and convolution type energies. Part 3

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Андрей Пятницкий | Andrey Piatnitski Курс лекций: Summer school Embedded video for Stochastic...

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Stochastic homogenization of convolution type operators and convolution type energies. Part 4

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A short introduction to the theory of ergodic operators Part 3

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Александр Федотов | Alexander Fedotov Курс лекций: Summer school Embedded video for A...

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A short introduction to the theory of ergodic operators. Part 4

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High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 3

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Валерий Смышляев | Valery Smyshlyaev Курс лекций: Summer school Embedded video for High-frequency...

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High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 4

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High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 1

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High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 2

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Stochastic homogenization of convolution type operators and convolution type energies. Part 1

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Stochastic homogenization of convolution type operators and convolution type energies. Part 2

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A short introduction to the theory of ergodic operators Part 1

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A short introduction to the theory of ergodic operators. Part 2

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Gaussian beam solutions to the Cauchy Problem for the Schrodinger Equation with a Delta Potential

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Ольга Щегорцова | Olga Shchegortsova Курс лекций: Summer school Embedded video for Gaussian...

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On adiabatic evolution generated by a one-dimensional Schrodinger operator

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Василий Сергеев | Vasily Sergeev Курс лекций: Summer school Embedded video for On...

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Almost paracomplex structure on six-dimensional sphere

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Евгений Корнев | Evgeniy Kornev Курс лекций: International conference on Geometry in the...

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Locally homogeneous C0 – Riemannian manifods

Партнёр: ПОМИ РАН им. Стеклова Предмет: Математика Лектор:Нина Лебедева | Nina Lebedeva Курс лекций: International conference on Geometry in the...

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Месяц: Июль 2023

Spectral flow and some applications. Part 3

Eigenvalues and resonances emerging from thresholds in essential spectra. Part 3

Eigenvalues and resonances emerging from thresholds in essential spectra. Part 4

Eta-invariant for parameter-dependent families with periodic coefficients

Stochastic homogenization of convolution type operators and convolution type energies. Part 3

Stochastic homogenization of convolution type operators and convolution type energies. Part 4

A short introduction to the theory of ergodic operators Part 3

A short introduction to the theory of ergodic operators. Part 4

High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 3

High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 4

High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 1

High-frequency scattering by boundary inflection: a model for asymptotic transition from discrete to continuous. Part 2

Stochastic homogenization of convolution type operators and convolution type energies. Part 1

Stochastic homogenization of convolution type operators and convolution type energies. Part 2

A short introduction to the theory of ergodic operators Part 1

A short introduction to the theory of ergodic operators. Part 2

Gaussian beam solutions to the Cauchy Problem for the Schrodinger Equation with a Delta Potential

On adiabatic evolution generated by a one-dimensional Schrodinger operator

Almost paracomplex structure on six-dimensional sphere

Locally homogeneous C0 – Riemannian manifods

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Месяц: Июль 2023

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