*John McCarthy has received a five-year grant from the National Science Foundation to study Operator Theory and Applications. Here is a description of the grant from the abstract:Operator Theory and Applications*

# Newly Minted Research

## National Science Foundation (NSF) Grant for Math Department's John McCarthy

## Mathematics Meets Music

## Holmes receives NSF Postdoctoral Fellowship

Irina Holmes, currently a Hale Postdoctoral Fellow at Georgia Tech, received an NSF postdoctoral fellowship for her work in Harmonic Analysis. She will spend 2016-2018 at Washington University, working with sponsoring scientist Brett Wick.

## Pascoe receives NSF Postodoctoral Fellowship

## Collaborative research in geometric numerical analysis

Collaborative research in geometric numerical analysis (Ari Stern, Simons). The cross-disciplinary topic of geometric numerical analysis lies at the intersection of geometry, analysis, and computation.

## Algebraic Cycles, Hodge Theory, and Arithmetic

Hodge theory, algebraic cycles, and arithmetic (Matt Kerr, Algebra and Number Theory Program, NSF).

## Problems in Function Theory and Operator Theory

Problems in Function Theory and Operator Theory (Richard Rochberg, Analysis Program, NSF).

## Operator Theory and Complex Analysis

Operator Theory and Complex Analysis (John McCarthy, Analysis Program, NSF).

## Noncommutative Geometry: Its Applications to Geometry and Analysis

Noncommutative Geometry: Its Applications to Geometry and Analysis (Xiang Tang, Geometric Analysis Program, NSF). This group studies various problems in geometry using noncommutative geometric tools.

## Algebraic, topological and enumerative combinatorics

Algebraic, topological and enumerative combinatorics (John Shareshian, Algebra, number theory, and combinatorics Program, NSF).