User:Melchior Grutzmann: Difference between revisions
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imported>Melchior Grutzmann (adding sandbox) |
imported>Melchior Grutzmann (reference to Banach's fixed-point theorem and Hausdorff dimension added) |
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* Ph.D. in Mathematics (Pennsylvania State University, PA, USA), differential geometry - Courant algebroids: Cohomology and matched pairs | * Ph.D. in Mathematics (Pennsylvania State University, PA, USA), differential geometry - Courant algebroids: Cohomology and matched pairs | ||
* Post-doc in Mathematics (Sun Yat-sen University, Guangzhou, China), differential geometry | * Post-doc in Mathematics (Sun Yat-sen University, Guangzhou, China), differential geometry | ||
* areas: Mathematics -- differential geometry, Lie groupoids, Lie algebroids, Courant algebroids, Poisson/ symplectic manifolds; but also elementary mathematics (such as Banach's fixed point theorem) | * areas: Mathematics -- differential geometry, Lie groupoids, Lie algebroids, Courant algebroids, Poisson/ symplectic manifolds; but also elementary mathematics (such as [[Banach's fixed-point theorem]]) or further interesting topics such as the [[Hausdorff dimension]], ... | ||
* publications in mathematics: | * publications in mathematics: | ||
*# Cohomology of regular Courant algebroids - Journ. of Sympl. Geom. | *# Cohomology of regular Courant algebroids - Journ. of Sympl. Geom. | ||
Revision as of 06:53, 16 January 2012
- Dob. 1979 in Germany
- M.S. in Physics (University of Jena, Germany), theoretical physics
- Ph.D. in Mathematics (Pennsylvania State University, PA, USA), differential geometry - Courant algebroids: Cohomology and matched pairs
- Post-doc in Mathematics (Sun Yat-sen University, Guangzhou, China), differential geometry
- areas: Mathematics -- differential geometry, Lie groupoids, Lie algebroids, Courant algebroids, Poisson/ symplectic manifolds; but also elementary mathematics (such as Banach's fixed-point theorem) or further interesting topics such as the Hausdorff dimension, ...
- publications in mathematics:
- Cohomology of regular Courant algebroids - Journ. of Sympl. Geom.
- H-twisted Lie algebroids - Journ. of Geom. and Phys.,
- further articles on arXiv
Here is my /Sandbox.