Fixed Point Principles in General b-Metric Spaces and b-Menger Probabilistic spaces | Zendy

Salwa Salman Abed | Zendy

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Fixed Point Principles in General b-Metric Spaces and b-Menger Probabilistic spaces

Author(s) -

Salwa Salman Abed

Publication year - 2018

Publication title -

journal of al-qadisiyah for computer science and mathematics

Language(s) - English

Resource type - Journals

eISSN - 2521-3504

pISSN - 2074-0204

DOI - 10.29304/jqcm.2018.10.2.366

Subject(s) - metric space , mathematics , fixed point , probabilistic logic , metric (unit) , least fixed point , bounded function , convex metric space , discrete mathematics , fixed point property , fixed point theorem , set (abstract data type) , pure mathematics , mathematical analysis , computer science , schauder fixed point theorem , brouwer fixed point theorem , statistics , operations management , economics , programming language

In this work, three general principles for existence a fixed point and a common fixed point are proved in types of general metric spaces, which conclude the existence a fixed point of set valued mapping in a general metric space , the existence of common fixed point of three commuting orbitally continuous condensing mappings and a result of fixed point for set valued condensing mapping defined on probabilistic bounded subset of Menger probabilistic metric space.

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