2015Journal of Hubei Normal UniversityRequires access

Some new theorems of expanding mapping in cone b-metric spaces

Jiang Bin-hu

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Abstract

In this paper,we prove some fixed point theorems of expanding mappings in cone b-metric spaces. The mappings meed not be the cone is not normal. The results not only directly improve and generalize some fixed point results in cone metric spaces,metric spaces and b-metric spaces,but also expand andcomplemeut some previons results.

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What this paper is about

In this paper,we prove some fixed point theorems of expanding mappings in cone b-metric spaces. The mappings meed not be the cone is not normal. The results not only directly improve and generalize some fixed point results in cone metric spaces,metric spaces and b-metric spaces,but also expand andcomplemeut some previons results.

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Available abstract

In this paper,we prove some fixed point theorems of expanding mappings in cone b-metric spaces. The mappings meed not be the cone is not normal. The results not only directly improve and generalize some fixed point results in cone metric spaces,metric spaces and b-metric spaces,but also expand andcomplemeut some previons results.

Key concepts: Metric space, Mathematics, Cone (formal languages), Metric (unit), Convex metric space, Pure mathematics, Dual cone and polar cone, Metric map

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