
About
James Kelly is an Associate Professor in the Department of Mathematics at Christopher Newport University (CNU), where he has been employed since 2015. His research focuses on Topology, Continuum Theory, and Dynamical Systems, with notable contributions to entropy analysis, Markov processes, and set-valued functions. He holds a Ph.D. in Mathematics from Baylor University (under Dr. David Ryden) and a B.S. in Mathematics from Angelo State University.
His publications (2018–2021) explore topics such as topological entropy, Markov multi-maps, and inverse limits. He collaborates on interdisciplinary projects, including a grant-funded initiative for an accessible statistics course. Teaching highlights include proof-based courses like Real Analysis and Proofs and Discrete Mathematics. No scientific awards are explicitly mentioned, but his work demonstrates sustained academic engagement.
Grant activity includes co-leading the 'No-Cost, All-Inclusive Statistics Course' project sponsored by the Virtual Library of Virginia. His research trends emphasize dynamical systems, topological structures, and entropy-based analyses. No lab affiliations or teams are detailed in the provided texts.
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