| Address: | University of Pennsylvania Department of Mathematics David Rittenhouse Laboratory 3E6A 209 South 33rd Street Philadelphia, PA 19104-6395 |
| Email: | tdyckerh AT math.upenn.edu |
noncommutative algebraic geometry, mathematical physics, differential Galois theory
The Kapustin-Li formula revisited
joint with D. Murfet
(in preparation)
Compact generators in categories of matrix factorizations
Preprint:
arXiv:0904.4713 (submitted)
The inverse problem of differential Galois theory over the field R(z)
Preprint:
arXiv:0802.2897 (submitted)
Picard-Vessiot extensions over number fields (diplom thesis)
Columbia University, Algebraic Geometry Seminar (Nov 2009)
University of Wisconsin-Madison, Algebraic Geometry Seminar (Nov 2009)
GTEM Workshop on Constructive Galois Theory (Feb 2008)
Title: Tutorial on differential Galois theory
Slides:
MF Oberwolfach: Arithmetic and Differential Galois Groups (May 2007)
Title: The inverse problem of differential Galois theory over the field R(z)
Extended abstract: Oberwolfach Report No. 26/2007
Kolchin Seminar in Differential Algebra (Dec 2005)
Title: Picard-Vessiot theory over non-algebraically closed fields of constants