INVOLUTIONS WITH FIXED POINT SET RP (2m)⊔P (2m, 2n+1)

摘要

Let (M, T ) be a smooth closed manifold with a smooth involution T whose fixed point set is a disjoint union of an even-dimensional real projective space and a Dold manifold. In some cases, the equivariant bordism classes of (M, T ) are determined.