2010Unpublished venueRequires access

Integral Type Contractive Condition for Converse Commuting Mappings in Uniform Space

Rajesh K. Saini, Staff Quarters

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Abstract

In this paper we use the concept of converse p-commuting mappings to prove some common fixed point results satisfying an integral type contractive condition in uniform space. Our theorem generalized the theorem of Amri and Matakawaski (1) for quadruple of mappings satisfying an integral type inequality for converse p-commuting mappings. Mathematics Subject Classification 2000: 47H10, 54H25

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What this paper is about

In this paper we use the concept of converse p-commuting mappings to prove some common fixed point results satisfying an integral type contractive condition in uniform space. Our theorem generalized the theorem of Amri and Matakawaski (1) for quadruple of mappings satisfying an integral type inequality for converse p-commuting mappings. Mathematics Subject Classification 2000: 47H10, 54H25

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Available abstract

In this paper we use the concept of converse p-commuting mappings to prove some common fixed point results satisfying an integral type contractive condition in uniform space. Our theorem generalized the theorem of Amri and Matakawaski (1) for quadruple of mappings satisfying an integral type inequality for converse p-commuting mappings. Mathematics Subject Classification 2000: 47H10, 54H25

Key concepts: Converse, Mathematics, Type (biology), Mathematics Subject Classification, Pure mathematics, Space (punctuation), Fixed-point theorem, Fixed point

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