Connor Meredith
Office: Math 328
Email: connor.meredith0913@gmail.com
Office: Math 328
Email: connor.meredith0913@gmail.com
About Me I am a PhD student of Mathematics at CU Boulder. For my dissertation, I hope to extend the Big NU Obstacle Theorem to congruence modular varieties.
Expected Graduation Date: May 2022
Advisor: Keith Kearnes
Research Interests: I am interested in Algebra as a whole, but especially Universal Algebra and Tame Congruence Theory.
Papers
Neutrabelian Algebras and the Split Centralizer Condition: This paper examines the dualizability of finite algebras belonging to congruence modular varieties. We prove that, under certain assumptions, the congruence lattice of an algebra satisfies a strong form of the split centralizer condition if and only if all of its subdirectly irreducible subalgebras are neutrabelian.