The invention of- chainable -metric space with application

Authors

  • Neeraj Malviya Author

Keywords:

ε -chain , -chainable S_b- metric space, Chainable S_b-metric space and Fixed point theorem.

Abstract

In the present paper, we introduce the notion  of -chain in - metric space and provide some supporting examples. As an application  of -chain we prove a result of fixed point using Hardy Rogers[8] contration condition . Our result generazied and extend the theorem 3.1 of Pagey and Malviyal [9] in - metric Space[10].

Author Biography

  • Neeraj Malviya

    Swami Vivekanand Govt. PG College ( PMCOE) Raisen, MP, India.

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Published

2026-06-05

Issue

Section

Articles

How to Cite

The invention of- chainable -metric space with application. (2026). शोध प्रकाशन SHODH PRAKASHAN, 3(12), 10-15. https://shodhprakashan.in/index.php/journal/article/view/54

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