Georg Stadler

Courant Institute of Mathematical Sciences

New York University

Teaching in Fall 23:

I will teach the graduate course Scientific Computing, which is a less theoretic version of our Numerical Methods I & II cycle and mainly focuses on MS students.

Additionally, Aleks Donev and I will co-teach a PhD-level course on Computatioal PDEs.




Previous Teaching:


Spring 23: Advanced Topics in Numerical Analysis: High-Performance Computing.

Fall 22: MATH-UA 0252-003: Numerical Analysis

Spring 22: Advanced Topics in Numerical Analysis: Bayesian Inverse Problems Here is a flyer.

Spring 22: MATH-UA 0252-003: Numerical Analysis: See information on NYU Brightspace.

Fall 21: Advanced Topics in Numerical Analysis: Inverse Problems Here is a flyer.

Spring 21: Advanced Topics in Numerical Analysis: High-Performance Computing. Here is a flyer.

Spring 21: MATH-UA.0253-001 Linear And Nonlinear Optimization (co-taught with Robert Kohn); Here is a flyer.

Fall 20: UG Numerical Analysis

Fall 19: MATH-GA.2011-002 Advanced Topics In Numerical Methods: Finite Element Methods. Here’s a flyer

Spring 19: Advanced Topics in Numerical Analysis: High-Performance Computing (co-taught with Dhairya Malhotra)

Fall 18: MATH-GA 2011.001/CSCI-GA 2945.001: Advanced Topics in Numerical Analysis: Computational and Variational Inverse Problems

Fall 18: MATH-UA 0252-001: Numerical Analysis

Fall 17: MATH-GA 2010.001/CSCI-GA 2420.001: Numerical Methods I

Spring 17: MATH-GA 2012-001 and CSCI-GA 2945.001: Advanced Topics in Numerical Analysis: High Performance Computing

Spring 17: MATH-UA 0252-001: Numerical Analysis

Fall 16: MATH-GA 2010.001/CSCI-GA 2420.001: Numerical Methods I

Spring 16: MATH-GA 2012.001/CSCI-GA 2945.001: Advanced Topics in Numerical Analysis: Computational and Variational Methods for Inverse Problems

Fall 15: MATH-GA 2010.001/CSCI-GA 2420.001: Numerical Methods I

Spring 15: MATH-GA 2012.003: Advanced topics in numerical analysis: High Performance Computing

Fall 14: MATH-GA 2111.001: Linear Algebra (one term)

© G.St.