DIFFERENCE MODULO LABELING
In this paper, We prove that cycle Cn is a difference modulo labeled graph. We investigate the graph Pn2 and C3(t) is a difference modulo labeling. Here, the formulated edge labeling is considered as plaintext and with the help of affine cipher, we investigate a method of encryption and decryption o...
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Published in | Journal of physics. Conference series Vol. 1362; no. 1; pp. 12049 - 12058 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
Bristol
IOP Publishing
01.11.2019
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Abstract | In this paper, We prove that cycle Cn is a difference modulo labeled graph. We investigate the graph Pn2 and C3(t) is a difference modulo labeling. Here, the formulated edge labeling is considered as plaintext and with the help of affine cipher, we investigate a method of encryption and decryption of a message for the system of secured communication. |
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AbstractList | In this paper, We prove that cycle Cn is a difference modulo labeled graph. We investigate the graph \({P}_{n}^{2}\) and \({C}_{3}^{(t)}\) is a difference modulo labeling. Here, the formulated edge labeling is considered as plaintext and with the help of affine cipher, we investigate a method of encryption and decryption of a message for the system of secured communication. In this paper, We prove that cycle C n is a difference modulo labeled graph. We investigate the graph P n 2 and C 3 ( t ) is a difference modulo labeling. Here, the formulated edge labeling is considered as plaintext and with the help of affine cipher, we investigate a method of encryption and decryption of a message for the system of secured communication. In this paper, We prove that cycle Cn is a difference modulo labeled graph. We investigate the graph Pn2 and C3(t) is a difference modulo labeling. Here, the formulated edge labeling is considered as plaintext and with the help of affine cipher, we investigate a method of encryption and decryption of a message for the system of secured communication. |
Author | Rekha, S. Maheswari, V. |
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Copyright | Published under licence by IOP Publishing Ltd 2019. This work is published under http://creativecommons.org/licenses/by/3.0/ (the “License”). Notwithstanding the ProQuest Terms and Conditions, you may use this content in accordance with the terms of the License. |
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DOI | 10.1088/1742-6596/1362/1/012049 |
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References | Ismail (JPCS_1362_1_012049bib5) 2019; 1 Ngo (JPCS_1362_1_012049bib6) 2019; 1 Harary (JPCS_1362_1_012049bib1) 1969 Stinson (JPCS_1362_1_012049bib3) (JPCS_1362_1_012049bib4) 2014; 2426 Gallian (JPCS_1362_1_012049bib2) 2010; 6 |
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Snippet | In this paper, We prove that cycle Cn is a difference modulo labeled graph. We investigate the graph Pn2 and C3(t) is a difference modulo labeling. Here, the... In this paper, We prove that cycle C n is a difference modulo labeled graph. We investigate the graph P n 2 and C 3 ( t ) is a difference modulo labeling.... In this paper, We prove that cycle Cn is a difference modulo labeled graph. We investigate the graph \({P}_{n}^{2}\) and \({C}_{3}^{(t)}\) is a difference... |
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StartPage | 12049 |
SubjectTerms | affine cipher Algorithms and plaintext 2010 Mathematical subject classification Number: 05C78 Communications systems Cycle graph decipher encipher Encryption Labeling Physics |
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Title | DIFFERENCE MODULO LABELING |
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