Terry Loring, distinguished professor of mathematics and statistics, published and co-authored a new research piece involving his research on K-theory with the major advances in applications to ...

Algebraic K-theory of algebraic groups is a field that interlaces the structural properties of linear algebraic groups with the deep algebraic invariants encoded in K-groups. At its core, this ...

Category theory, algebraic K-theory and homological algebra form three pillars of modern abstract mathematics. Category theory provides a unifying language for diverse structures by focusing on ...

Algebraic $K$-theory of topological algebras has long been studied, particularly for its relationship with topological $K$-theory. I will explain how Clausen ...