Lipschitz Mappings, Differentiability and Exceptional Sets

FWF Projekt 30902-N35

Projektmitarbeiter

Michael Dymond (PhD) (Projektleiter)

Vojtěch Kaluža (PhD)

 

Tätigkeiten

Konferenzvortrag, "Highly irregular separated nets", M. Dymond, ÖMG Conference 2019, University of Applied Sciences Vorarlberg, Österreich, 17.09.2019

Preprint, "A dichotomy of sets via typical differentiability", M. Dymond, O. Maleva, arXiv:1909.03487, 08.09.2019

Preprint, "Even maps, the Colin de Verdière number and representations of graphs", V. Kaluža, M. Tancer, (to appear in ACM-SIAM Symposium on Discrete Algorithms (SODA20) https://www.siam.org/Conferences/CM/Program/Accepted-Papers/soda20-accepted-papers), arXiv:1907.05055, 11.07.2109

Konferenzvortrag, "Differentiability of typical Lipschitz functions", M. Dymond, Banach spaces and optimization: Conference on the occasion of Robert Deville's 60th birthday, Métabief, Frankreich, 20.06.2019

Gastvortrag, "Computational aspects of combinatorial topology", M. Tancer, (Charles University Prague), Universität Innsbruck, 18.03.2019

Preprint, "Highly irregular separated nets", M. Dymond, V. Kaluža, arXiv:1903.05923, 14.03.2019

Seminarvortrag, "Mapping $n$ grid points onto a square forces an arbitrarily large Lipschitz constant", M. Dymond, Analysis Seminar, University of Birmingham, Großbritannien, 27.02.2019.

Seminarvortrag, "Mapping $n$ grid points onto a square forces an arbitrarily large Lipschitz constant", M. Dymond, Analysis Seminar, University of Edinburgh, Großbritannien, 25.02.2019.

Konferenzvortrag, "Typical Differentiability of Lipschitz Functions", M. Dymond, 47th Winter School in Abstract Analysis, Svratka, Tschechien, 17.01.2019.

Preprint, "Typical Differentiability within an exceptionally small set", M. Dymond, arXiv:1901.03133, 11.01.2019.

Konferenzvortrag, "Typical Differentiability of Lipschitz Functions", M. Dymond, Joint Meeting of the Czech, Slovenian, Austrian, Slovak and Catalan Mathematical Societies, Bratislava, Slovakien, 11.09.2018.

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