Pages that link to "Item:Q1300262"

The following pages link to The eta invariant and the connective \(K\)-theory of the classifying space for cyclic 2 groups (Q1300262):

Displaying 5 items.

• On the connective K-homology groups of the classifying spaces \(B{\mathbb{Z}}/p^ r\) (Q790480) (← links)
• The eta invariant and the ``twisted'' connective \(K\)-theory of the classifying space for cyclic 2-groups (Q850848) (← links)
• An analytic computation of \(ko_{4\nu -1}(BQ_ 8)\) (Q1918511) (← links)
• The étale fundamental groupoid as a 2-terminal costack (Q2175458) (← links)
• Divisibility of the Dirac magnetic monopole as a two-vector bundle over the three-sphere (Q2517774) (← links)