I received my PhD in Computational Science and Engineering from the University of Massachusetts Dartmouth in May 2018. My research interests primarily lie numerical analysis,  high order methods for numerical PDEs, and developing novel temporal discretizations.  In particular my work focused on designing new types of strong stability preserving time stepping schemes for the solution of hyperbolic conservation laws.  I am currently the Alton S Householder fellow in the Computational and Applied Mathematics group at the Oak Ridge National Laboratory.

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