Graph theory for data cryptography security

This paper explores the use of graph theory in data cryptography security, with a focus on encryption and decryption methods. The proposed approach utilises the double transposition column method with a graph as a key to enhance security and flexibility for various applications. To further improve the efficiency and effectiveness of the proposed algorithm, we introduce GEO and SMO optimisation techniques. GEO optimisation leverages geometric features of the graph to improve the security of the encryption process, while SMO optimisation uses support vector machines to enhance the accuracy of the decryption process. Experimental results show that the proposed approach with GEO and SMO optimisation outperforms traditional encryption methods in terms of security, efficiency, and accuracy. The use of graph theory and optimisation techniques provides a promising solution for secure data transmission and storage in various applications, including banking, electronic commerce, electronic voting, and more.

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Publication Details

Journal
International Journal of Mathematics in Operational Research
Published
2025-01-01
DOI
https://doi.org/10.1504/ijmor.2025.145641
Citations
1
Primary Topic
Graph Theory and Algorithms
Type
article
Field-Weighted Citation Impact
1.28
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article

Graph theory for data cryptography security

Perumali Sundarayya, Sangeetha Nandigam
1 citations
International Journal of Mathematics in Operational Research
Graph Theory and Algorithms
1.28
article

Graph theory for data cryptography security

Perumali Sundarayya, Sangeetha Nandigam
article en
1 citations

Abstract

This paper explores the use of graph theory in data cryptography security, with a focus on encryption and decryption methods. The proposed approach utilises the double transposition column method with a graph as a key to enhance security and flexibility for various applications. To further improve the efficiency and effectiveness of the proposed algorithm, we introduce GEO and SMO optimisation techniques. GEO optimisation leverages geometric features of the graph to improve the security of the encryption process, while SMO optimisation uses support vector machines to enhance the accuracy of the decryption process. Experimental results show that the proposed approach with GEO and SMO optimisation outperforms traditional encryption methods in terms of security, efficiency, and accuracy. The use of graph theory and optimisation techniques provides a promising solution for secure data transmission and storage in various applications, including banking, electronic commerce, electronic voting, and more.

International Journal of Mathematics in Operational ResearchVol. 30(2)
GITAM University (IN)
Openalex Percentile: Top 21%
Graph Theory and Algorithms
1.28
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Graph theory for data cryptography security — Perumali Sundarayya, Sangeetha Nandigam · International Journal of Mathematics in Operational Research (2025) | TGRS Research Map | TGRS