In this paper,we study all the possible bordism classes for a smooth involution on a smooth closed manifold whose fixed point set is RP(1)∪P(m,n),m>0,n>0.
Let (M^3+k, T) be an involution on a closed manifold such that its fixed point set is L^1 (p).In this paper, we determine the existence of (M^3+k, T) and give the equivariant bordism classification of such involutions.
文摘In this paper,we study all the possible bordism classes for a smooth involution on a smooth closed manifold whose fixed point set is RP(1)∪P(m,n),m>0,n>0.
文摘Let (M^3+k, T) be an involution on a closed manifold such that its fixed point set is L^1 (p).In this paper, we determine the existence of (M^3+k, T) and give the equivariant bordism classification of such involutions.
