## Laura Peskin

*Email: lpeskin at standard Weizmann domain *

*Office: 212 Goldsmith*

I'm a postdoctoral fellow in the Department of Mathematics at the Weizmann Institute of Science. I'm interested in modular representations (in both senses of the word `modular'!), and I mainly work on mod-p representations of p-adic groups. Here's my CV.

### Papers

*On the Iwahori Hecke algebra of the metaplectic group in characteristic p*, in preparation.

*Supersingular representations of the metaplectic cover of SL_2(Q_p)*, in preparation.

*Irreducible admissible mod-p representations of metaplectic groups* (with Karol Koziol), 2017.

To appear in Manuscripta Mathematica. Print version here, arxiv version here

*A classification of the irreducible admissible genuine mod p representations of p-adic SL(2)-tilde*, 2014, arxiv version here

### Notes

*Universal spherical Hecke modules in characteristic p for p-adic SL(2)-tilde*, 2014

*Spherical Hecke algebras and bimodules for p-adic GL(2)-tilde*, 2014

### Past Teaching

UBC Math 312: Introduction to Number Theory, Summer 2015

UBC Math 312: Introduction to Number Theory, Fall 2014

UBC Math 105: Integral Calculus, Spring 2014