A COUPLED FIXED POINT THEOREM FOR NONEXPANSIVE ONE PARAMETER SEMIGROUP.

In this paper, we establish a coupled fixed point theorem for an asymptotically regular nonexpansive one parameter semigroup {F(t) : t ∊ G, where G an unbounded subset of [0,∞)} of self-mappings on X × X in a complete bounded metric space with Uniform Normal Structure. [ABSTRACT FROM AUTHOR]