Michael Rippl, M.Sc. (hons): Difference between revisions
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== Project == | |||
Eigenvalue Solver for Petaflop Applications: [http://elpa-aeo.mpcdf.mpg.de/ ELPA-AEO] | |||
* Improvement of existing algorithms for the standard eigenvalue problem | |||
* Development of new algorithms for the generalized and standard eigenvalue problem | |||
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* Numerical Linear Algebra | * Numerical Linear Algebra | ||
* Efficient parallel eigenvalue computation | * Efficient parallel eigenvalue computation | ||
* | * High Performance Computing | ||
== Possible Thesis topics == | |||
* Performance Optimization of Numerical Linear Algebra code | |||
* Parallelization of Numerical Linear Algebra code | |||
* Developement and investigation of algorithms for Numerical Linear Algebra | |||
== Secretary of [https://www.in.tum.de/fuer-studierende/master-studiengaenge/computational-science-and-engineering.html CSE] == | |||
Responsibilities | |||
* Processing of Master's thesis | |||
* Questions and advice concerning examination regulations | |||
* Requests to the examination board | |||
== Teaching == | == Teaching == | ||
Revision as of 16:28, 16 March 2017
- Address:
- TU München
- Institut für Informatik
- Boltzmannstr. 3
- 85748 Garching b. München
- Office:
- MI 02.05.059
- Email:
- Phone:
- (089) 289 18 629
- Fax:
- (089) 289 18 607
- Office hours:
- by arrangement
Project
Eigenvalue Solver for Petaflop Applications: ELPA-AEO
- Improvement of existing algorithms for the standard eigenvalue problem
- Development of new algorithms for the generalized and standard eigenvalue problem
Research Interests
- Numerical Linear Algebra
- Efficient parallel eigenvalue computation
- High Performance Computing
Possible Thesis topics
- Performance Optimization of Numerical Linear Algebra code
- Parallelization of Numerical Linear Algebra code
- Developement and investigation of algorithms for Numerical Linear Algebra
Secretary of CSE
Responsibilities
- Processing of Master's thesis
- Questions and advice concerning examination regulations
- Requests to the examination board
Teaching
Summer 17
Übung: Numerisches Programmieren
Winter 16/17
Übung: Numerisches Programmieren
Summer 16
Übung: Numerisches Programmieren