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Hi. I am in my third year as a VIGRE Postdoctoral Fellow at University of Utah, interested in Algebraic Number Theory and Representation Theory. I completed my Ph.D. from University of Maryland in 2010 under Jeffrey Adams. My postdoctoral advisor is Gordan Savin.

My research interests are in the Langlands program, representation theory of p-adic groups, automorphic forms, and real Lie groups. I am also involved in the ATLAS project.

My CV can be found here.

Papers:

1. "On the local Langlands correspondence for simple supercuspidal representations of Sp(2n,F)", in preparation.
   
   
2. "On rectifiers and the tame local Langlands correspondence", in preparation (with David Roe).
   
   
3. On Hecke algebras and simple supercuspidal representations for Sp(4,F), preprint. arXiv:1210.3585.
   
   
4. Characters of some simple supercuspidal representations on split tori, submitted. arXiv:1209.4874.
   
   
5. A Real Groups Construction of the depth zero Local Langlands Correspondence for PGSp(4,F), F a p-adic field, submitted (with Joshua Lansky). arXiv:1209.6045.
   
   
6. A new realization of the Langlands correspondence for PGL(2,F), Journal of Number Theory 133 (2013) 446-–474.
   
   
7. On the Local Langlands Correspondences of DeBacker-Reeder and Reeder for GL(n,F), where n is prime, Pacific Journal of Mathematics 255-2 (2012), 257--280.
   
   
8. A New Construction of the Local Langlands Correspondence for GL(n,F), n a prime, Ph.D. Thesis.
   
   
9. Count Models Based on Weibull Interarrival Times, Journal of Business and Economic Statistics (2008), Volume 26, No. 3, 369-378 (with Blake McShane, Eric Bradlow, Peter Fader).
   
   
   

   Department of Mathematics
   University of Utah
   Salt Lake City, UT 84112

   Email: madrianatmath.utah.edu
   Office: JWB 125

   

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