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Department of Mathematics

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  2. Applied Mathematics 1
  3. Former Members
  4. Dr. Andreas Rupp

Dr. Andreas Rupp

In page navigation: Applied Mathematics 1
  • Staff Members A-Z
  • Teaching
  • Workshop on Recent Developments in Modelling, Analysis, and Simulation of Processes in Porous Media
  • Research
  • Former Members
    • Dr. Vadym Aizinger
    • Dr. Apratim Bhattacharya
    • Astrid Bigott
    • Dr. Leon Bungert
    • Prof. Dr. Martin Burger
    • Dr. Tobias Elbinger
    • PD Dr. Florian Frank
    • Dr. Antonio Esposito
    • Dr. Lea Föcke
    • Dr. Hubertus Grillmeier
    • Samira Kabri
    • Dr. Alicja Kerschbaum
    • Prof. Dr. Peter Knabner
    • Dr. habil. Nicolae Suciu
    • Dr. Jonas Knoch
    • Dr. Markus Knodel
    • Alice Lieu, PhD
    • Dr. Balthasar Reuter
    • Dr. Andreas Rupp
      • Research
    • Doris Schneider
    • Dr. habil. Raphael Schulz
    • Dr. Oliver Sieber
    • Dr. Philipp Wacker
    • Lukas Weigand
    • Dr. Patrick Weiß
    • Dr. Philipp Werner
    • Dr. Simon Zech
  • Upcoming events

Dr. Andreas Rupp

We could not find any entry with the given search term 5728.

2002 – 2011 Abitur, Gymnasium Roth
2011 – 2014 Bachelor of Science in Mathematics (minor: Computer Sciences),
Friedrich-Alexander-Universität Erlangen-Nürnberg
Numerische Studien zur Strukturbildung in Böden durch Mineralreaktionen(Prof Dr P. Knabner, Dr A. Prechtel)
2014 – 2015 Master of Science in Mathematics (minor: Computer Sciences),
Friedrich-Alexander-Universität Erlangen-Nürnberg
A Discontinuous Galerkin Model of Coupled Surface and Subsurface Flow in a Vertical Two-Dimensional Slice (Dr V. Aizinger, Prof Dr P. Knabner)

An overview to all the research can be found here.

[univis task=”lehrveranstaltungen-alle” univisid=”21569533″  ]

Lectures and Practicals (Excerpt)

  • Practicals for the lecture “Analysis I”(several times)
  • Practicals for the lecture “Analysis II”(several times)
  • Practicals for the lecture “Mehrdimensionale Integration”
  • Practicals for the lecture “Einführung in die Funktionalanalysis”
  • Practicals for the lecture “Einführung in die Numerik partieller Differentialgleichungen / Numerical methods for elliptic partial differential equations”(several times)
  • Practicals for the lecture “Mathematik für Ingenieure C2”

Supervised Theses

  • Master’s Thesis “A hybridizable discontinuous Galerkin scheme with different orders of approximation spaces capable of dealing with jump conditions: analysis and implementation”by M. Musch
    (Referees: Prof. Dr. Peter Knabner, Prof. Dr. Florian Frank)
  • Bachelor’s Thesis “Stabilization Techniques for the Finite Element Method Applied on Advection Dominated Problems”by M. Hauck
    (Referee: Prof. Dr. Florian Frank)
  • Bachelor’s Thesis “Jacobian-Free Newton-Krylov Methods Applied to the Cahn-Hilliard Equation with Degenerate Mobility”by T. Roith
    (Referee: Prof. Dr. Florian Frank)
Friedrich-Alexander-Universität
Department of Mathematics

Cauerstraße 11
91058 Erlangen
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