ESTIMATIONS OF THE GENERALIZED REIDEMEISTER NUMBERS II

This paper is a continuation of [1]. Let ${\sigma}(X,x_0,G)$ be the fundamental group of a transformation group (X,G). Let $R({\varphi},{\psi})$ be the generalized Reidemeister number for an endomorphism $({\varphi},{\psi}:(X,G){\rightarrow}(X,G)$. The main results in this paper concern the conditions for $R({\varphi},{\psi})={\mid}Coker(1-({\varphi},{\psi})_{\bar{\sigma}}){\mid}$.