title: Ruth I. Michler Memorial Prize
text: # Ruth I. Michler Memorial Prize
  
  The Ruth I. Michler Memorial Prize is an annual prize in mathematics, awarded by the Association for Women in Mathematics to honor outstanding research by a female mathematician who has recently earned tenure. The prize funds the winner to spend a semester as a visiting faculty member at Cornell University, working with the faculty there and presenting a distinguished lecture on their research. It is named after Ruth I. Michler (1967–2000), a German-American mathematician born at Cornell, who died young in a construction accident.
  
  The award was first offered in 2007. Its winners and their lectures have included:
  
  * Rebecca Goldin (2007), "The Geometry of Polygons"
  * Irina Mitrea (2008), "Boundary-Value Problems for Higher-Order Elliptic Operators"
  * Maria Gordina (2009), "Lie's Third Theorem in Infinite Dimensions"
  * Patricia Hersh (2010), "Regular CS Complexes, Total Positivity and Bruhat Order"
  * Anna Mazzucato (2011), "The Analysis of Incompressible Fluids at High Reynolds Numbers"
  * Ling Long (2012), "Atkin and Swinnerton-Dyer Congruences"
  * Megumi Harada (2013), "Newton-Okounkov bodies and integrable systems"
  * Sema Salur (2014), "Manifolds with G2 structure and beyond"
  * Malabika Pramanik (2015), "Needles, Bushes, Hairbrushes, and Polynomials"
  * Pallavi Dani (2016), "Large-scale geometry of right-angled Coxeter groups"
  * Julia Gordon (2017), "Wilkie's theorem and (ineffective) uniform bounds"
  * Julie Bergner (2018), "2-Segal structures and the Waldhausen S-construction"
  * Anna Skripka (2019), "Untangling noncommutativity with operator integrals"
  * Shabnam Akhtari (2021), "Representation of integers by binary forms"
  * Emily E. Witt (2022), "Local cohomology: An algebraic tool capturing geometric data"
  