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A Generalized Contraction Mapping Theorem in E-Metric Spaces,
TEXAS UNIV AUSTIN CENTER FOR NUMERICAL ANALYSIS
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The paper addresses itself to general theorems on the convergence of a sequence generated via x sub n1 Fx sub n to a fixed point of the operator F the best known such theorem is the so-called contraction mapping theorem of Banach. Here the author proves two main theorems which include as special cases many previous generalizations of Banachs theorem. Author
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