• Skip navigation
  • Skip to navigation
  • Skip to the bottom
Simulate organization breadcrumb open Simulate organization breadcrumb close
Department of Mathematics
  • FAUTo the central FAU website
Suche öffnen
  • de
  • UnivIS
  • StudOn
  • campo
  • CRIS
  • emergency help

Department of Mathematics

Navigation Navigation close
  • Department
    • Chairs and Professorships
    • Development Association
    • System Administration
    • Contact and Directions
    • Actual
    Portal Department of Mathematics
  • Research
    • Research Projects
    • Publications
    • Preprint Series Applied Mathematics
    Portal Research
  • Study
  • Events
  • Colloquium
  1. Home
  2. Applied Mathematics 1
  3. Staff Members A-Z
  4. Joscha Seutter

Joscha Seutter

In page navigation: Applied Mathematics 1
  • Staff Members A-Z
    • Dr. Rufat Badal
    • Dr. Marco Bresciani
    • Antonio Flavio Donnarumma
    • Sebastian Czop
    • Prof. Dr. Günther Grün
    • Prof. Dr. Manuel Friedrich
    • Kilian Hacker
    • Prof. Dr. Serge Kräutle
    • Prof. Dr. Wilhelm Merz
    • Dr. Stefan Metzger
    • Prof. Dr. Maria Neuss-Radu
    • Dr. Alexander Prechtel
    • Dr. Nadja Ray
    • Maximilian Rötzer
    • Franziska Lia Schmidt
    • Joscha Seutter
    • Dr. Daniel Tenbrinck
    • Cornelia Weber
  • Teaching
  • Workshop on Recent Developments in Modelling, Analysis, and Simulation of Processes in Porous Media
  • Research
  • Former Members
  • Upcoming events

Joscha Seutter

Joscha Seutter, M. Sc.

Joscha Seutter

Department of Mathematics
Chair of Applied Mathematics (Modeling and Numerics) (N.N.)

Room: Raum 04.340
Cauerstr. 11
91058 Erlangen
  • Phone number: +49 9131 85-67215
  • Fax number: +49 9131 85-67225
  • Email: joscha.seutter@fau.de

Short vita:

  • PhD student at FAU Erlangen-Nürnberg in the group of Manuel Friedrich (March 2022-now)
  • Master in Mathematics at WWU Münster (2019-2021)
  • Bachelor in Mathematics (minor in Biology) at WWU Münster (2016-2019)

 

Research interests:

  • Calculus of Variations
  • Free-discontinuity problems
  • Modeling in fracture mechanics
  • Atomistic models and discrete-to-continuum limits
  • Partial Differential Equations

 

Publications:

  • (with R.Badal, M.Friedrich): Existence of quasi-static crack evolution for atomistic systems (submitted)
Friedrich-Alexander-Universität
Department of Mathematics

Cauerstraße 11
91058 Erlangen
  • Contact and Directions
  • Internal Pages
  • Staff members A-Z
  • Imprint
  • Privacy
  • EN/DE
  • RSS Feed
Up