Very effective algebraic and hermitian K-theory of the cyclic group of order two
Prerna Dhankhar, Rebecca Field, Arjun Nigam, J. D. Quigley, Albert Jinghui Yang
Published: 2025/9/29
Abstract
We compute the $2$-completed integral motivic homology, effective algebraic K-theory, and very effective hermitian K-theory of the geometric classifying space of the cyclic group of order two over algebraically closed fields, the real numbers, and finite fields.