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Enumeration of reversible functions and its application to circuit complexity

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A stability theory beyond the co-rotational setting for critical wave maps blow up

Joachim Krieger, Shuang Miao

We exhibit non-equivariant perturbations of the blowup solutions constructed in [18] for energy critical wave maps into

\mathbb{S}^2

. Our admissible class of perturbations is an open set in some sufficiently smooth topology and vanishes near the light co ...

2020

Enumeration of reversible functions and its application to circuit complexity

Graph Chatbot

Chattez avec Graph Search

Matrix recovery from bilinear and quadratic measurements

On Gaussian Process based Koopman Operator

Relax and Recover: Guaranteed Range-Only Continuous Localization

Relax and Recover: Guaranteed Range-Only Continuous Localization

A stability theory beyond the co-rotational setting for critical wave maps blow up

Machine-Learning of Atomic-Scale Properties Based on Physical Principles

Swap and Rotate: Lightweight Linear Layers for SPN-based Blockciphers

The fourth moment of individual Dirichlet L-functions on the critical line

Multi-channel Time Encoding for Improved Reconstruction of Bandlimited Signals

Model order reduction for large-scale structures with local nonlinearities

On Gaussian Process based Koopman Operator

Swap and Rotate: Lightweight Linear Layers for SPN-based Blockciphers

Multi-channel Time Encoding for Improved Reconstruction of Bandlimited Signals

A stability theory beyond the co-rotational setting for critical wave maps blow up

Relax and Recover: Guaranteed Range-Only Continuous Localization

Machine-Learning of Atomic-Scale Properties Based on Physical Principles

Model order reduction for large-scale structures with local nonlinearities

Matrix recovery from bilinear and quadratic measurements

Relax and Recover: Guaranteed Range-Only Continuous Localization

The fourth moment of individual Dirichlet L-functions on the critical line