SOME COINCIDENCE POINT THEOREMS IN MODULAR SPACES | Zendy

Afifah Hayati | Zendy

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SOME COINCIDENCE POINT THEOREMS IN MODULAR SPACES

Author(s) -

Afifah Hayati

Publication year - 2022

Publication title -

mathline jurnal matematika dan pendidikan matematika

Language(s) - English

Resource type - Journals

eISSN - 2622-3627

pISSN - 2502-5872

DOI - 10.31943/mathline.v7i1.260

Subject(s) - contraction (grammar) , coincidence point , mathematics , modular design , cut point , coincidence , metric space , fixed point theorem , generalization , pure mathematics , contraction principle , discrete mathematics , mathematical analysis , computer science , programming language , medicine , statistics , alternative medicine , pathology

In metric spaces, there are quasi-contraction mappings and Suzuki-contraction mapping, that are generalization of contraction mappings. In this article, we give coincidence point theorems of quasi-contraction mappings and Suzuki-contraction mappings in modular spaces, that are generalizations of fixed point theorem of quasi-contractraction mappings and Suzuki-contraction theorem in modular spaces.

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