FIXED POINT THEOREMS FOR MAPPINGS SATISFYING GENERAL CONTRACTIVE CONDITION OF INTEGRAL TYPE IN G-METRIC SPACES
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In this paper, we prove some theorems on fixed and common fixed points for
mappings satisfying general contractive condition of integral type in a complete G-metric
space. Our results are extensions of the results of Debashis Dey, Anamika Ganguly and
Mantu Saha [2] and generalizations of several results in the literature including the results
of Branciari [1].
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QA Mathematics