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Kean University

Education

  • Ph.D., University of Southern California, 2020
  • MMath, CompSci, University of Oxford, 2015

Courses Taught:

Linear Algebra, Abstract Algebra, Probability and Statistics, Intro to Proofs

Research Interests:

Algebra, Group theory, Representation theory, Algebraic number theory and Post-quantum cryptography

Publications:

  • Applications of Finite non-Abelian Simple Groups to Cryptography in the Quantum Era with María Isabel González Vasco and Delaram Kahrobaei, Apr 2024, La Matematica: link
  • Galois groups of random additive polynomials with Lior Bary-Soroker and Alexei Entin, Apr 2024, Transactions of the American Mathematical Society: link
  • On the probability of generating invariably a finite simple group with Daniele Garzoni, Dec 2022, Journal of Pure and Applied Algebra: link
  • Invariable generation of finite classical groups, June 2021, Journal of Algebra: link