Research Group of Prof. Dr. Joscha Gedicke

Courses of this group

This page lists all courses offered by a group member.

Summer semester 2025

Advanced Topics in Numerical Analysis Discontinuous Galerkin Methods Lecture, module V5E5.
Hauptseminar Numerik Seminar, module S2E1.

Winter semester 2024/25

Advanced Topics in Numerical Analysis Mixed Finite Element Methods Lecture, module V5E5.
Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Graduate seminar, module S4E1.

Summer semester 2024

Advanced Topics in Numerical Methods in Science and Technology Hybrid High-Order Methods Lecture, module V5E1.
Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Graduate seminar, module S4E1.

Winter semester 2023/24

Advanced Topics in Scientific Computing Optimality of AFEM Lecture, module V5E3.
Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1.

Summer semester 2023

Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1.
Numerical Simulation Lecture, module V4E2.

Winter semester 2022/23

Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1.
Numerical Algorithms Lecture, module V4E1.

Summer semester 2022

Graduate Seminar on Scientific Computing Adaptive Finite Element Methods Seminar, module S4E1.
Wissenschaftliches Rechnen II / Scientific Computing II Lecture, module V3E2/F4E1.

Winter semester 2021/22

Hauptseminar Wissenschaftliches Rechnen Finite Elemente Seminar, module S2E2.
Wissenschaftliches Rechnen I / Scientific Computing I Lecture, module V3E1/F4E1.

Summer semester 2021

Einführung in die Numerische Mathematik Lecture, module V2E2.
Hauptseminar Numerik Seminar, module S2E1.

Winter semester 2020/21

Einführung in die Grundlagen der Numerik Lecture, module V2E1.
Graduate Seminar on Numerical Analysis Adaptive Finite Element Methods Graduate seminar, module S5E1.

Summer semester 2020

Algorithmische Mathematik II(b) Lecture, module (MB)V1G6.
Graduate Seminar on Numerical Analysis Adaptive Finite Element Methods Graduate seminar, module S5E1.

Winter semester 2019/20

Algorithmische Mathematik I Lecture, module V1G5/MB06.
Hauptseminar Wissenschaftliches Rechnen Seminar, module S2E2.