AWM–Microsoft Research Prize in Algebra and Number Theory
The AWM–Microsoft Research Prize in Algebra and Number Theory was established in 2012 and is a prize given every other year by the Association for Women in Mathematics to an outstanding young female researcher in algebra or number theory.
The winners have included:
- Sophie Morel (2014), for her research in number theory, particularly her contributions to the Langlands program, an application of her results on weighted cohomology, and a new proof of Brenti's combinatorial formula for Kazhdan-Lusztig polynomials. [1][2]
- Lauren Williams (2016), for her research in algebraic combinatorics, particularly her contributions on the totally nonnegative Grassmannian, her work on cluster algebras, and her proof (with Musiker and Schiffler) of the famous Laurent positivity conjecture. [3][4]
- Melanie Wood (2018), for her research in number theory and algebraic geometry, particularly her contributions in arithmetic statistics and tropical geometry, as well as her work with Vakil on the limiting behavior of natural families of varieties. [5][6]
References
- ^ "AWM-Microsoft Research Prize in Algebra and Number Theory 2014". Association for Women in Mathematics. Retrieved 26 January 2019.
- ^ "AWM Awards Inaugural Research Prizes" (PDF), Mathematics People, Notices of the American Mathematical Society, 60 (7): 930, August 2013
- ^ "AWM-Microsoft Research Prize in Algebra and Number Theory 2016". Association for Women in Mathematics. Retrieved 26 January 2019.
- ^ "Awards of the AWM" (PDF), Mathematics People, Notices of the American Mathematical Society, 62 (8): 959–960, September 2015
- ^ "AWM-Microsoft Research Prize in Algebra and Number Theory 2018". Association for Women in Mathematics. Retrieved 26 January 2019.
- ^ "2018 AWM Awards" (PDF), Mathematics People, Notices of the American Mathematical Society, 65 (5): 604–605, May 2018
External links
- https://awm-math.org/awards/awm-microsoft-research-prize/ AWM–Microsoft Research Prize], Association for Women in Mathematics