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Research & Reviews: Discrete Mathematical Structures

rrdms | E-ISSN: 2394-1979 | Peer-Reviewed | Hybrid Open Access

About the Journal

Research & Reviews: Discrete Mathematical Structures Research & Reviews: Discrete Mathematical Structures [2394-1979(e)] is a peer-reviewed hybrid open-access journal launched in 2014 that deals with discrete objects. Discrete objects are those which are separated from each other like integers, rational numbers, automobiles, houses, peoples, etc. are all discrete objects. Some of the major reasons that we adopt discrete mathematics are. We can handle infinity or large quantity and indefiniteness with them which results from formal approaches are reusable.

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Research & Reviews: Discrete Mathematical Structures (RRDMS): 2394-1979(e) is a peer-reviewed hybrid open-access journal launched in 2014 that deals with discrete objects.

Journal Information

Title:
Research & Reviews: Discrete Mathematical Structures
Abbreviation:
RRDMS
Issues Per Year:
3 Issues (Jan-April,May-August,Sept-Dec)
P-ISSN:
2394-1979
Publisher:
116314
DOI:
10.37591/RRDMS
Starting Year:
2014
Subject:
Language:
English
Publication Format:
Hybrid Open Access
Copyright Policy:
CC BY-NC-ND
Type:
Peer-reviewed Journal (Refereed Journal)
Address:

Editorial Board

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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.

Editor in Chief

Editor

Dr. Engin Ozkan, Professor

Faculty of Science, Marmara University,, Haydarpasa, Turkey, 34668

Email :

Latest Articles

Semiring-Weighted Automata and Recursive Path Counting for Multi-State Reliability in Discrete Infrastructures

Multi-state infrastructures such as communication backbones, microgrids, warehouse routing systems, and sensor-actuator pipelines evolve through discrete event sequences rather than through a single binary "working/failed" transition.

weighted automata, semiring, discrete reliability, recursive path counting, multi-state infrastructure, fuzzy semiring

Task Scheduling in Cloud Computing using Hippopotamus Optimization Algorithm

Cloud computing, which provides remote clients with on-demand services, has emerged as a crucial component of contemporary technology.

Cloud computing, task scheduling, hippopotamus optimization algorithm (HOA), resource utilization, makespan, throughput, load balancing, metaheuristic algorithms, real-time scheduling, energy- aware scheduling

Intuitionistic Fuzzy Hypergraph Laplacians and Dominating Transversals for Resilient Discrete Network Design

This manuscript develops a discrete mathematical framework for resilience analysis on networks whose interactions are polyadic, uncertain, and partially conflicting.

intuitionistic fuzzy hypergraph, discrete Laplacian, dominating transversal, spectral resilience, higher-order network, fuzzy optimization

Idempotent Semiring Path Algebras and Fuzzy Dominance Automata for Multi-State Communication Reliability

A semiring-based theory is proposed for multi-state communication reliability with fuzzy dominance constraints.

Idempotent semiring, weighted automata, fuzzy dominance, communication reliability, path algebra, kleene closure

A Hybrid Mathematical Model for Epidemic Outbreak Forecasting Using Machine Learning and Cloud Computing

The increasing frequency of infectious disease outbreaks has emphasized the necessity for intelligent epidemic surveillance systems capable of predicting disease spread at an early stage.

Epidemic prediction, machine learning, cloud computing, healthcare analytics, random forest, SIR model, outbreak detection

Image Compression via Non-separable Discrete Fractional Fourier Transform

The main idea behind image compression is to reduce the bandwidth for transmission and required space for storage. Thus, image compression is of great importance.

Image Compression, NSDFrFT, GMSD, MSSIM, MSE

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