Abstract
The purpose of this paper is to prove a common fixed point(c.f.p) theorems by using conditiond (S(x), T(y)) ≤ℓ max{d(h(x), G(y)), d(h(x), S(x)), d(G(y), T(y)), d(h(x), T(y)), d(G(y), S(x))} For two pairs of mappings in p-normed space(p-n.s) and also obtain the best approximation (b.a) result. In the last part of this paper, it is proved that the fixed point (f.p) problem for these mappings is well-posed (w-p).
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