Publications associées à Converse Bounds for Noisy Group Testing with Arbitrary Measurement Matrices

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Global eigenvalue distribution of matrices defined by the skew-shift

Marius Christopher Lemm

We consider large Hermitian matrices whose entries are defined by evaluating the exponential function along orbits of the skew-shift

\binom{j}{2} \omega+jy+x \mod 1

for irrational

\omega

. We prove that the eigenvalue distribution of these matrices conv ...

2019

Converse Bounds for Noisy Group Testing with Arbitrary Measurement Matrices

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Spectral Estimators for High-Dimensional Matrix Inference

RANDOMIZED JOINT DIAGONALIZATION OF SYMMETRIC

Optimal denoising of rotationally invariant rectangular matrices

The double exponential runtime is tight for 2-stage stochastic ILPs

Robust Differentiable SVD

Nonlinear Finite Elements in Dynamics

Efficient Distributed Transposition Of Large-Scale Multigraphs And High-Cardinality Sparse Matrices

Global eigenvalue distribution of matrices defined by the skew-shift

Fourier dimensionality reduction for fast radio transients

Convergence of the Exponentiated Gradient Method with Armijo Line Search

Robust Differentiable SVD

RANDOMIZED JOINT DIAGONALIZATION OF SYMMETRIC

The double exponential runtime is tight for 2-stage stochastic ILPs

Spectral Estimators for High-Dimensional Matrix Inference

Efficient Distributed Transposition Of Large-Scale Multigraphs And High-Cardinality Sparse Matrices

Global eigenvalue distribution of matrices defined by the skew-shift

Nonlinear Finite Elements in Dynamics

Optimal denoising of rotationally invariant rectangular matrices

Fourier dimensionality reduction for fast radio transients

Convergence of the Exponentiated Gradient Method with Armijo Line Search