Moritz Egert
Harmonic Analysis & PDEs

Prof. Dr. Moritz Egert

Working area(s)

Analysis

Contact

work +49 6151 16-21477

Work S2|15 407
Schlossgartenstraße 7
64289 Darmstadt

I am interested in Harmonic Analysis and Functional Calculus and their applications to Partial Differential Equations (PDEs), in particular to elliptic and parabolic Divergence Form Operators.

You might know me from Jonas Sauer's award-winning podcast.

Up-to-date versions of my publications can be found on HAL and arXiv. Inaccuracies that are pointed out to me after publication are usually corrected in these versions. (Making them better than the actual journal versions.)

Three selected publications

  • L2 well-posedness of boundary value problems for parabolic systems with measurable coefficients (with P. Auscher and K. Nyström), J. Eur. Math. Soc. (JEMS) 22 (2020), no.9, 2943-3058.arXiv (2017)
  • Sobolev contractivity of gradient flow maximal functions (with S. Bortz and O. Saari), Adv. Calc. Var. 17 (2024), no.4, 1487–1505.arXiv
  • The Kato square root problem on locally uniform domains (with S. Bechtel and R. Haller-Dintelmann) Adv. Math. 375 (2020).arXiv

My profile on google scholar.

If you are interested in a Bachelor's or Master's thesis in my group, feel free to contact me.

Office hour: By appointment (contact me via email).

Coffee hour: Join me during my “Barista” time at Coffee&Pi. Upcoming: July 9 and July 18, 12h30-15h.

Born 1988
Since 2021 Full professor for analysis, TU Darmstadt
2017-2021 Maître de conférences (assistant professor), Université Paris-Saclay
2015-2017 Postdoc, Université Paris-Saclay
2017 Associate member of the Harmonic Analysis Program, MSRI Berkeley
2012-2015 Ph.D. in maths, TU Darmstadt
2007-2012 Math studies, TU Darmstadt

News

Tim Böhnlein (Ph.D. student)

Benjamin Kosmala (Ph.D. student

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