Helm, David - Department of Mathematics, University of Texas at Austin

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Helm, David - Department of Mathematics, University of Texas at Austin

Towards a geometric Jacquet-Langlands correspondence for unitary Shimura varieties
Curriculum Vitae Office Address: Department of Mathematics, University of Texas
ALGORITHMS FOR GRADED INJECTIVE RESOLUTIONS AND LOCAL COHOMOLOGY OVER SEMIGROUP RINGS
MATH 390C PROBLEM SET 5 Due 10-8-2009
Draft: April 1, 2011 THE LOCAL LANGLANDS CORRESPONDENCE FOR GLn IN
A geometric Jacquet-Langlands correspondence for U(2) Shimura varieties
MATH 390C PROBLEM SET 2 Due 9-15-2009
MATH 390C PROBLEM SET 6 Due 10-20-2009
MATH 390C PROBLEM SET 9 Due 11-17-2009
Mazur's principle for U(2,1) Shimura varieties David Helm #
On maps between modular Jacobians and Jacobians of Shimura David Helm #
MATH 390C PROBLEM SET 7 Due 10-27-2009 Hartshorne II.3.13, II.3.15
ON l-ADIC FAMILIES OF CUSPIDAL REPRESENTATIONS OF Abstract. We compute the universal deformations of cuspidal representa-
arXiv:0804.3651v2[math.AG]24Apr2008 MONODROMY FILTRATIONS AND THE TOPOLOGY OF
Jacobians of Shimura curves and JacquetLanglands Correspondences David Frederick Helm
On maps between modular Jacobians and Jacobians of Shimura curves
Mazur's principle for U(2,1) Shimura varieties David Helm *
ALGORITHMS FOR GRADED INJECTIVE RESOLUTIONS AND LOCAL COHOMOLOGY OVER SEMIGROUP RINGS
Jacobians of Shimura curves and Jacquet-Langlands Correspondences by
Towards a geometric Jacquet-Langlands correspondence for unitary Shimura varieties
MATH 390C PROBLEM SET 3 Due 9-24-2009
A geometric Jacquet-Langlands correspondence for U (2) Shimura varieties
SOLUTIONS TO 3.4 PROBLEMS 9,10 9. (Sketch) There are two cases
DRAFT-THE BERNSTEIN CENTER OF THE CATEGORY OF SMOOTH W(k)[GLn(F)]-MODULES -DRAFT