SRIKANTH IYENGAR
Professor
Mathematics
RESEARCH INTERESTS
My expertise is in commutative algebra. I have also been working extensively on applications of commutative algebra to modular representation theory of finite groups and group schemes, and more generally to the representations of finite dimensional algebra. I recent years, I have been collaborating with some colleagues in algebraic number theory on some applications of commutative algebra in that domain.
GRANTS
- EXTERNAL GRANT OR CONTRACTCommutative algebra for modularity liftingThe Simons Foundation International1 Sep 2025 - 31 Aug 2030
- EXTERNAL GRANT OR CONTRACTHOMOLOGICAL ASPECTS OF LOCAL ALGEBRA, WITH A VIEW TOWARDS MODULARITY LIFTING1 Aug 2025 - 31 Jul 2027
- EXTERNAL GRANT OR CONTRACTLOCAL ALGEBRA AND LOCAL REPRESENTATION THEORYNATIONAL SCIENCE FOUNDATION1 Jul 2020 - 30 Jun 2026
- EXTERNAL GRANT OR CONTRACTHOMOLOGICAL ASPECTSNATIONAL SCIENCE FOUNDATION7 Jan 2017 - 31 Dec 2020
- EXTERNAL GRANT OR CONTRACTCONFERENCE PROPOSALNATIONAL SCIENCE FOUNDATION1 Jan 2015 - 31 Dec 2017
- EXTERNAL GRANT OR CONTRACTCommutative algebra: homological and homotopical aspects (1201889)National Science Foundation31 Aug 2014 - 31 May 2018
- EXTERNAL GRANT OR CONTRACTCOMMUTATIVE ALGEBRANATIONAL SCIENCE FOUNDATION8 Jan 2014 - 31 Dec 2018
- EXTERNAL GRANT OR CONTRACTCommutative algebra: homological and homotopical aspects (1503044)National Science Foundation1 Jun 2012 - 30 Nov 2014
- EXTERNAL GRANT OR CONTRACTPan American Advanced Studies Institute: Commutative Algebra and Its Interactions with Algebraic Geometry Representation Theory and Physics; Guanajuato Mexico; May 14-25 2012 (1123059)National Science Foundation1 Jan 2012 - 31 Dec 2013
- EXTERNAL GRANT OR CONTRACTDerived categories of complete intersections and Hochschild cohomology (0903493)National Science Foundation1 Aug 2009 - 31 Jul 2013
- EXTERNAL GRANT OR CONTRACTDerived invariants of commutative rings (0602498)National Science Foundation1 Jun 2006 - 31 May 2010
- EXTERNAL GRANT OR CONTRACTHomological Invariants of Modules Over Commutative Rings (0442242)National Science Foundation1 Jun 2004 - 31 May 2006