Steklov-maximizing metrics on surfaces with many boundary components

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Steklov eigenvalues and free boundary minimal surfaces

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Videoconference: Homogenization of Steklov problems with applications to sharp isoperimetric bounds

(1:39:39)

Chao Xia - Recent progress on a sharp lower bound for Steklov eigenvalue

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The approximation of Laplace Steklov eigenvalues

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Free boundary minimal surfaces and large Steklov eigenvalues

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Upper bounds for Steklov eigenvalues

(56:41)

The interior behavior of Steklov eigenfunctions

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Panagiotis Polymerakis: Large Steklov eigenvalues under geometric constraints

(49:51)

Relative quantum product and open WDVV equations - Sara Tukachinsky

(1:1econd)

Gauss Prize: Elliott H. Lieb

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Top 10 Greatest Russian/Soviet Mathematicians

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Barbara Brandolini - Eigenvalue estimates for p-Laplace problems \u0026 domains in Fermi Coordinates

(26:26)

Applied Linear Algebra: Rayleigh Quotient

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25º CBM - Palestra Plenária - Richard Schoen - Univ. Stanford, USA

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Lecture 18: Eigen Value Problems in FEA-Deriving the Mass Matrix

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Eigenvalue Problems

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Lecture 1 | Mean curvature flow | Gerhard Huisken | Лекториум

(1:18:55)

Iosif Polterovich: The Dirichlet-to-Neumann map, the boundary Laplacian and Hormander’s...

(50:10)

Antoine Métras: Steklov conformally extremal metrics in higher dimension

(32:29)

Constantin Shramov (Steklov Institute) / Exceptional and semi-exceptional quotient singularities.

(55:24)

Bruno Colbois: Upper bounds for Steklov eigenvalues

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Min-max harmonic maps and extremal metrics for Laplacian eigenvalues

(1:12)

St. Petersburg Department of Steklov Institute of Mathematics of Russian Academy of Sciences | W ...

(3:17)

Dmitry Kaledin (Steklov Mathematical Institute) / Symplectic resolutions and canonical bases

(1:4:15)

A comparison between Neumann and Steklov eigenvalues

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Monte Carlo - Expand Maximize Compress

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D. Stern - Harmonic map methods in spectral geometry

(1:10)

Noncommutative algebraic varieties, their properties... - Dmitry Orlov Steklov

(1:17:29)

Marco Michetti: Maximization of Neumann Eigenvalues under Diameter Constraint

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