Foreword of - Special Issue on - Advances in Discrete Mathematics and Secure Network Technologies (Part-C)
Ramesh Chandra Pooniarameshcpoonia@gmail.comDepartment of Computer ScienceCHRIST (Deemed to be University)Ghaziabad, Uttar Pradesh, 201003, IndiaView full profile → , Ankur Goyalankur.goyal@sitpune.edu.inSymbiosis Institute of TechnologyPune Symbiosis International Deemed UniversityPune, Maharashtra, 412115, IndiaView full profile → , Amol Dhumaneamol.dhumane@sitpune.edu.inSymbiosis Institute of TechnologyPune Symbiosis International Deemed UniversityPune, Maharashtra, 412115, IndiaView full profile → , Raja Kumar Rajaboinarajakumar.rajaboina@gmail.comDepartment of Computer Science and EngineeringRajeev Gandhi Memorial College of Engineering and TechnologyNandyal, Andhra Pradesh, 518501, IndiaView full profile → , K. Rajendra Prasadkrprgm@gmail.comDepartment of Computer Science and EngineeringAmity School of Engineering & TechnologyAmity UniversityHyderabad, Telangana, 500108, IndiaView full profile → , Arul Kumar Natarajanarul.natarajan@siut.uzDepartment of CybersecuritySchool of ComputingSamarkand International University of TechnologySamarkand, 140100, UzbekistanView full profile →
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- Published Online:
- 31 Oct 2026
- Article type:
- Research Article
- Language:
- EN
- Article no.:
- JDMSC-29-10-C-Foreword
- Pages:
- i–viii
Abstract
This special issue entitled “Advances in Discrete Mathematics and Secure Network Technologies” brings together a comprehensive collection of research papers on current trends in discrete mathematics, algebra, combinatorics, cryptography, coding theory, and secure network technologies. This special issue contains articles that address various aspects of modern discrete mathematics and its applications in cybersecurity. Special attention has been paid to graph theory, algebraic structures, finite fields, finite groups, polynomial rings, combinatorial designs, Boolean functions, hypergraphs, semigroups, and discrete optimization. At the same time, these mathematical tools are applied to various modern cryptographic schemes, including lightweight cryptography, elliptic- and hyperelliptic-curve cryptography, lattice- and isogeny-based cryptography, homomorphic cryptography, threshold cryptography, zero-knowledge proofs, secure multiparty computation, and post-quantum cryptography.
