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Ph.D. - Mathematics City university of New York - 2014
M.Phil. - Mathematics City University of New York - 2012
M.A.St. - Pure Mathematics University of Cambridge - 2009
A.B. - Mathematics Princeton University - 2008
Differential Algebraic Geometry
Algebraic Theory of Differential and Difference Equations
Computing differential Galois groups of second-order linear q-difference equations 2022 - Journal Article
Mahler Discrete Residues and Summability for Rational Functions 2022 - Other
Normal Reflection Subgroups of Complex Reflection Groups 2021 - Journal Article
Differential transcendence criteria for second-order linear difference equations and elliptic hypergeometric functions 2021 - Journal Article
NORMAL REFLECTION SUBGROUPS OF COMPLEX REFLECTION GROUPS 2021 - Journal Article
Normal Reflection Subgroups 2020 - Conference Paper
Galois groups for integrable and projectively integrable linear difference equations 2017 - Journal Article
Computation of the difference-differential Galois group and differential relations among solutions for a second-order linear difference equation 2016 - Journal Article
Outstanding Teaching Award for Tenure-Track Faculty - School of Natural Sciences and Mathematics, The University of Texas at Dallas 
ISSAC Distinguished Student Author Award - Special Interest Group in Symbolic and Algebraic Manipulation, Association for Computing Machinery 
Assistant Professor of Mathematics The University of Texas at Dallas [2017–Present]
NSF Alliance Postdoctoral Fellow North Carolina State University [2014–2017]
Computation of functional relations among solutions of difference and differential equations
$203,416 - National Science Foundation [2018/10–2021/09]
This project will develop algorithms to automatically discover functional properties of solutions of differential or difference equations by looking for symmetries encoded in a geometric object called the Galois group.