Видео ютуба по тегу Epsilon-Pseudospectrum

Approx&Stab - 5. Spectra and their approximation (C5-13): pseudospectra I
Approx&Stab - 5. Spectra and their approximation (C5-13): pseudospectra I
Pseudopectrum
Pseudopectrum
Pseudospectral Shattering, Sign Function, and Diagonalization in Nearly Matrix Multiplication Time
Pseudospectral Shattering, Sign Function, and Diagonalization in Nearly Matrix Multiplication Time
Approximating the spectrum and pseudospectrum of a non-self-adjoint random tridiagonal operator
Approximating the spectrum and pseudospectrum of a non-self-adjoint random tridiagonal operator
Frantisek Ruzicka - Pseudospectra in quantum mechanics
Frantisek Ruzicka - Pseudospectra in quantum mechanics
Approx&Stab - 5. Spectra and their approximation (C5-14): pseudospectra II
Approx&Stab - 5. Spectra and their approximation (C5-14): pseudospectra II
Approx&Stab - 5. Spectra and their approximation (C5-15): pseudospectra III
Approx&Stab - 5. Spectra and their approximation (C5-15): pseudospectra III
Alexander Belavin - Spectral Flow Construction of N=2 Superconformal Orbifolds
Alexander Belavin - Spectral Flow Construction of N=2 Superconformal Orbifolds
Esteban Andruchow - Subspaces with or without a common complement
Esteban Andruchow - Subspaces with or without a common complement
Dr Petr Siegl - Advances in Spectral Theory for Non-Selfadjoint Operators
Dr Petr Siegl - Advances in Spectral Theory for Non-Selfadjoint Operators
Salvatore Stuvard - The epsilon-regularity theorem for Brakke flows near triple junctions
Salvatore Stuvard - The epsilon-regularity theorem for Brakke flows near triple junctions
Сверхпроводимость при (и вследствие?) топологических фазовых переходах — Майк Залатель
Сверхпроводимость при (и вследствие?) топологических фазовых переходах — Майк Залатель
Dr Petr Siegl - Advances in Spectral Theory for Non-Selfadjoint Operators
Dr Petr Siegl - Advances in Spectral Theory for Non-Selfadjoint Operators
Toeplitz methods in completeness and spectral problems – Alexei Poltoratski – ICM2018
Toeplitz methods in completeness and spectral problems – Alexei Poltoratski – ICM2018
Two-term spectral asymptotics for the Dirichlet Laplacian in a Lipschitz domain
Two-term spectral asymptotics for the Dirichlet Laplacian in a Lipschitz domain
On the Foundations of the Generalized Theory of Equivalence
On the Foundations of the Generalized Theory of Equivalence
Andreas Läuchli - Conformal Perturbation Theory, ED and MPS simulations for 3D Ising and O(2) (...)
Andreas Läuchli - Conformal Perturbation Theory, ED and MPS simulations for 3D Ising and O(2) (...)
SPMES: Fermionic fields, Abelian sandpiles and uniform spanning trees: A connection
SPMES: Fermionic fields, Abelian sandpiles and uniform spanning trees: A connection
Pseudorepresentations and the Eisenstein ideal - Preston Wake
Pseudorepresentations and the Eisenstein ideal - Preston Wake
Claudius Zibrowius
Claudius Zibrowius "Rasmussen invariants of Whitehead doubles and other satellites"
P. Le -Asymptotic geometry of null hypersurface in Schwarzschild spacetime & null Penrose inequality
P. Le -Asymptotic geometry of null hypersurface in Schwarzschild spacetime & null Penrose inequality
ECEN 681 Fall 2025 Zigfried Hampel-Arias
ECEN 681 Fall 2025 Zigfried Hampel-Arias
Asymptotic Spectra: Old and New Insights
Asymptotic Spectra: Old and New Insights
Spectrum of Singularities
Spectrum of Singularities
Efthymios Sofos - Schinzel's Hypothesis with probability 1 and rational points
Efthymios Sofos - Schinzel's Hypothesis with probability 1 and rational points