Common random fixed point theorems for contractions of rational type in ordered metric spaces | Zendy

Sukh Raj Singh | Zendy; R. D. Daheriya | Zendy; Manoj Ughade | Zendy

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Common random fixed point theorems for contractions of rational type in ordered metric spaces

Author(s) -

Sukh Raj Singh,

R. D. Daheriya,

Manoj Ughade

Publication year - 2016

Publication title -

international journal of advanced mathematical sciences

Language(s) - English

Resource type - Journals

ISSN - 2307-454X

DOI - 10.14419/ijams.v4i2.6577

Subject(s) - mathematics , metric space , fixed point theorem , class (philosophy) , type (biology) , pure mathematics , fixed point , metric (unit) , discrete mathematics , order (exchange) , point (geometry) , metric map , coincidence point , convex metric space , mathematical analysis , computer science , geometry , ecology , operations management , artificial intelligence , economics , biology , finance

In this paper, we prove some common random fixed point theorems for mappings involving rational expression in the framework of metric spaces endowed with a partial order using a class of pairs of functions satisfying certain assumptions.

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