One of the biggest headaches of the physics world is that Albert Einstein’s General Theory of Relativity —which does a pretty ...

Dr. Christine Uhl, associate professor of Mathematics, recently had two peer-reviewed articles published. Her work “Automorphisms of quantum polynomial rings and Drinfeld Hecke algebras,” coauthored ...

Generalization of a bilinear form From Wikipedia, the free encyclopedia In the more general noncommutative setting, with right modules we take the second argument to be linear and with left modules we ...

Studying operator algebra problems, I was led to introduce free probability theory. This is a highly noncommutative probability theory where the random variables , like the quantum observables, are ...

What do the integers have in common with the symmetries of a triangle? In the 19th century, mathematicians invented groups as ...

Friedman, Greg and McClure, James E 2021. Intersection homology duality and pairings: singular, PL and sheaf-theoretic. Algebraic & Geometric Topology, Vol. 21, Issue ...

On the automorphism-invariance of finitely generated ideals and formal matrix rings. Filomat, Vol. 37, Issue. 29, p. 9961. Thuyet, Le Van and Quynh, Truong Cong 2024. On Automorphism-invariant ...

The Zmodn package provides a class for representing integers modulo a given prime number. This class can be used to applications such as cryptography and computer algebra.

I recently did another podcast with Curt Jaimungal, on the topic of unification, which is now available here. As part of this I prepared some slides, which are available here. The main goal of the ...