RRDMS Volume: 11, Issue: 01 Year: 2024

Research & Reviews: Discrete Mathematical Structures Cover

Research & Reviews: Discrete Mathematical Structures

ISSN: 2394-1979

Editors Overview

rrdms maintains an Editorial Board of practicing researchers from around the world, to ensure manuscripts are handled by editors who are experts in the field of study.

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Regular Issue  Open Access Review Article Published on :- Jul 08, 2024

Context of Different Graph Operations: Fibonacci Product Cordial Labeling of Herschel Graph

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Vimal Patel, Dr. Suresh Sorathia, Dr. Amit Rokad,
Abstract : The function φ: V (G) → {F1, F2,…, Fn}, where Fj is the jth Fibonacci number (j = 1,…, n), is said to be Fibonacci product cordial labeling if the read more

[This section belongs to Research & Reviews: Discrete Mathematical Structures (rrdms)]

 

 

Regular Issue  Subscription Review Article Published on :- Jul 11, 2024

A Journey through Fixed Points and Non-expansive Mappings

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Sujit Patel,
Abstract : Fixed points in non-expansive mappings are elements that remain unchanged under the action of the mapping. Non-expansive mappings preserve or contract read more

[This section belongs to Research & Reviews: Discrete Mathematical Structures (rrdms)]

 

 

Regular Issue  Subscription Review Article Published on :- Jul 11, 2024

COMPARATIVE EVALUATION OF FIXED-POINT THEOREMS INVESTIGATING DIFFERENCES AMONG CONDITIONS IN METRIC SPACES

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Ranganath M.,
Abstract : This paper provides a concise overview of metric spaces, their fundamental properties, and the idea of continuity as it pertains to these spaces, read more

[This section belongs to Research & Reviews: Discrete Mathematical Structures (rrdms)]

 

 

Regular Issue  Subscription Original Research Published on :- Jul 16, 2024

Optimal Homotopy Analysis Method (OHAM) For the Approximate Series Solution of Non-linear Partial Differential Equation

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Shreekant Pathak,
Abstract : In this article, we have used the Optimal Homotopy Analysis Method (OHAM), which is a basically semi-analytic method to solve differential equations. read more

[This section belongs to Research & Reviews: Discrete Mathematical Structures (rrdms)]