Adams operations for bivariant K-theory and a filtration using projective lines, by Mark E. Walker

We establish the existence of Adams operations on the members of a filtration of K-theory which is defined using products of projective lines. We also show that this filtration induces the gamma filtration on the rational K-groups of a smooth variety over a field of characteristic zero.


Mark E. Walker <mwalker@math.unl.edu>