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math.KT2017
Zero-cycles with coefficients for the second generalized symplectic involution variety of an algebra of degree 4
Patrick K. McFaddin
We compute the group of -zero-cycles on the second generalized involution variety for an algebra of degree 4 with symplectic involution. This description is given in terms of…
math.KT2016★ 1 cited
The group of -zero-cycles on the second generalized Severi-Brauer variety of an algebra of index 4
Patrick K. McFaddin
In this manuscript, it is shown that the group of -zero-cycles on the second generalized Severi-Brauer variety of an algebra of index 4 is given by elements of the group $…
math.KT2014
Patching and Quillen K-Theory
Patrick McFaddin
This paper provides an isomorphism of -groups, i.e., an exact sequence $0 \to K_n(\m…