• 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
  • de
  • UnivIS
  • StudOn
  • meincampus
  • CRIS
  • emergency help

Department of Mathematics

Navigation Navigation close
  • Department
    • Chairs and Professorships
    • Organisation
    • Development Association
    • System Administration
    • Contact and Directions
    • Actual
    Portal Department of Mathematics
  • Research
    • Research Projects
    • Publications
    • Preprint Series Applied Mathematics
    Portal Research
  • Study
    • Advice and Services
    • Prospective students
    • Current students
    • International
    Portal Study
  • Events
  1. Home
  2. Applied Mathematics 3
  3. Members
  4. Priv.-Doz. Dr. Nicolas Neuß
  5. Software

Software

In page navigation: Applied Mathematics 3
  • Members
    • Prof. Dr. Eberhard Bänsch
      • Teaching
      • Projects
      • Publications
    • Martin Doß
    • PD Dr. Florian Frank
    • Dr. Michael Fried
      • Publications
      • Teaching
    • Prof. Dr. Carsten Gräser
      • Teaching
      • Projects
      • Publications
    • Andreas Meier
    • Priv.-Doz. Dr. Nicolas Neuß
      • Teaching
      • Projects
      • Publications
      • Software
      • Theses topics
      • Miscellaneous
        • Caldav calendars
        • Alternative WordPress editor
        • CAM oral exam
    • PD Dr. Cornelia Schneider
      • Publications
      • Research
      • Teaching
      • Curriculum Vitae
    • Flora Orsolya Szemenyei
    • Luca Wester
  • Research
    • Projects
      • Modern approaches to solving the Full-Stokes problem in the context of ice sheet modeling
      • Convective heat transport in nanofluids
      • Besov regularity of parabolic partial differential equations on Lipschitz domains
      • Cooling of a battery module
      • A discontinuous Galerkin method for the subjective surfaces problem
      • Interactive High-Performance Computing
      • Non-newtonian two-phase flow
      • Temporal Multiscale Methods for an Atherosclerosis Model
      • A priori and a posteriori error estimates for time-dependent problems
      • Optimization of Airlay Processes
      • Marangoni convection
      • Solid-liquid phase transitions with a free melt surface
      • Higher order time discretization for free surface flows
      • Fluids in rocket tanks
      • Particulate flows in industrial applications
    • Publications
  • Teaching
    • Courses
    • Recent Theses
    • Theses Topics
  • Guests
  • Job offers

Software

Software

Femlisp

Femlisp Logo

Femlisp is a program for solving partial differential equations. Femlisp uses the Finite Element Method (FEM) and is written in the programming language Common Lisp. It is free software with an own homepage.

Friedrich-Alexander-Universität
Erlangen-Nürnberg

Schlossplatz 4
91054 Erlangen
  • Contact and Directions
  • Internal Pages
  • Staff Members A-Z
  • Imprint
  • Privacy
  • EN/DE
Up