Student Feature - Olivia Cannon

Student Feature - Olivia Cannon

Olivia Cannon is a PhD student interested in pattern formation and coherent structures at the University of Minnesota working with Arnd Scheel.

Student Feature - Xie He

Student Feature - Xie He

Xie He is a PhD student doing research in Network Analysis, Link Prediction, Machine Learning, NLP, Clustering, and Community Detection in the Department of Mathematics at Dartmouth College, advised by Peter Mucha.

Student Feature - Morgan Meertens

Student Feature - Morgan Meertens

Morgan Meertens is a PhD student studying applied mathematics at The University of Auckland in New Zealand, advised by Vivien Kirk and Claire Postlethwaite.

Student Feature - Maxfield Comstock

Student Feature - Maxfield Comstock

Max Comstock is a PhD student studying Computational Science and Engineering (CSE) at the Georgia Institute of Technology, advised by Elizabeth Cherry.

Student Feature - Dana C'Julio

Student Feature - Dana C'Julio

Dana C'Julio is a second year PhD student of Mathematics at the University of Auckland, supervised by Hinke M. Osinga and Bernd Krauskopf.

Student Feature - Wesley R. Perkins

Student Feature - Wesley R. Perkins

Wesley Perkins is a recent PhD studying existence, stability, and dynamics of nonlinear wave solutions to partial differential equations (PDEs) arising from physical applications.

Student Feature - Joshua A. McGinnis

Student Feature - Joshua A. McGinnis

Joshua A. McGinnis is a PhD student at Drexel University working on stochastic homogenization of Fermi-Pasta-Ulam-Tsingou (FPUT) type systems with spatially varying properties.

Student Feature - Fawwaz Batayneh

Student Feature - Fawwaz Batayneh

Fawwaz Batayneh is a PhD student studying Mathematics at the University of Queensland (UQ) working on ergodic theory and dynamical systems.

Student Feature - Colin Klaus

Student Feature - Colin Klaus

Colin Klaus is a postdoctoral research fellow at The Mathematical Biosciences Institute (MBI) with research interests in parabolic partial differential equations and multi-scale techniques (e.g., homogenization), especially applied to problems motivated by biology.

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