publications |
teaching |
contact info |
links
I am an RTG instructor in the geometry/topology group. I earned my PhD at
upenn under the supervision of Jonathan Block. My mathematical interests are in Lie algebroids, complex geometry, Dirac operators, and symplectic geometry/quantization.
My cv can be found here:
[cv.pdf].
Publications and preprints
Korman, E.,
A hyperholomorphic line bundle on certain hyperkahler manifolds not admitting an S^1 symmetry. [arXiv:1507.05951][poster]
Korman, E.,
Characteristic classes of Higgs bundles and Reznikov's theorem. [springerlink][arXiv:1404.1342]
Korman, E.,
Symplectic Dolbeault Operators on KΓ€hler Manifolds. To appear in Annals of Global Analysis and Geometry.
[springerlink] [arXiv:1210.0248]
Korman, E. and Sparling, G.,
Bilinear Forms and Fierz Identities for Real Spin Representations, Advances in Applied Clifford Algebras June 2012, Volume 22, Issue 2, pp. 329-363.
[springerlink] [arXiv:0901.0580]
My thesis was on Lie algebroids, transversely holomorphic foliations, and generalized Higgs bundles.
For the ambitious:
[my dissertation].
For the less ambitious:
[my defense slides].
For the lazy:
[word cloud of my thesis].
Teaching
Math club talk on interactions between geometry, topology, and analysis:
[slides].
VIEWS from β:
[VIEWS.pdf].
Fall 2016:
[m392c (spin geometry)].
Fall 2015: m341.
[canvas],
[piazza].
Spring 2015: m340l-cs.
Fall 2014:
[m361].
Contact information
E-mail: ekorman@math.utexas.edu
Office: RLM 11.166
Office hours: Tuesdays 1:30pm-2:30pm, Thursdays 12:30pm-1:30pm.
Links
Some websites I find interesting:
πππππ
[n-cat cafΓ©]
[not even wrong]
[noncommutative geometry blog]
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