David Hruška

David Hruška
Leipzig University · Institute of Mathematics

Master of Science

About

4
Publications
171
Reads
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4
Citations
Introduction
calculus of variations, PDEs, free boundary problems, regularity theory, real functions
Education
October 2017 - September 2019
Charles University in Prague
Field of study
  • Mathematical Analysis
October 2014 - June 2017
Charles University in Prague
Field of study
  • General Matheatics

Publications

Publications (4)
Article
Full-text available
We study a nonlinear evolutionary partial differential equation that can be viewed as a generalization of the heat equation where the temperature gradient is a priori bounded but the heat flux provides merely \(L^1\)-coercivity. Applying higher differentiability techniques in space and time, choosing a special weighted norm (equivalent to the Eucli...
Preprint
Full-text available
We study a nonlinear evolutionary partial differential equation that can be viewed as a generalization of the heat equation where the temperature gradient is a~priori bounded but the heat flux provides merely \mbox{$L^1$-coercivity}. Applying higher differentiability techniques in space and time, choosing a special weighted norm (equivalent to the...
Preprint
Full-text available
We prove a stronger version of a conjecture stated in a paper from 2017 by J. M. Ash and S. Catoiu concerning relations between various notions of the Lipschitz property and differentiability in the Euclidean plane. We also provide an improved version of the main result of that paper.

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