Common Fixed Point for a Pair of Self-Maps Satisfying the Property E.A.

Using the notion of contractive modulus, we obtain a common fixed point for a pair of weakly compatible self-maps on a metric space, which satisfy the property E.A. Eventually our result is a modest generalization of an earlier result of the author. We also show that a common fixed point can be obtained from this result through the notions of compatibility and reciprocal continuity. In the linear setting of our second result, we get those of Rangamma et al as particular cases.