Symmetric key end to end Cryptosystem using Plateaued functions and Hadamard matrix
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Hadamard matrices are a special type of matrices having various applications in cryptography. Here we present a method for the construction of Hadamard matrices using plateaued Boolean functions. The key generated using Hadamard matrices is used for end to end encryption of the messages using symmetric key cryptography. The performance of the proposed system is compared with the Advanced Encryption Standard (AES), and RSA cryptosystems. The results prove that the proposed system outperforms existing systems.
Abstract
Hadamard matrices are a special type of matrices having various applications in cryptography. Here we present a method for the construction of Hadamard matrices using plateaued Boolean functions. The key generated using Hadamard matrices is used for end to end encryption of the messages using symmetric key cryptography. The performance of the proposed system is compared with the Advanced Encryption Standard (AES), and RSA cryptosystems. The results prove that the proposed system outperforms existing systems.
참고문헌 (15)
- M. R. Abdmeziem, "An end-to-end secure key management proto-col for e-health applications", Computers & Electrical Engineering, 44, pp.184~197 (2015)
- C. Carlet, "Boolean and vectorial plateaued functions and apn functions", IEEE Transactions on Information Theory, 61, pp.6272~6289 (2015)
- N. J. Fine, "On the walsh functions", Transactions of the American Mathematical Society, 65, pp.372~414 (1949)
- P.-E. Hagmark, "Clifford Algebras and Their Applications in Mathematical Physics", pp.531~540 (1986), Springer
- R. J. McEliece, "Finite fields for computer scientists and engineers, vol. 23" (2012), Springer Science & Business Me
- S. Mesnager, "Bent functions" (2016), Springer
- S. R. Moosavi, "End-to-end security scheme for mobility enabled healthcare internet of things", Future Generation Computer Systems, 64, pp.108~124 (2016)
- K. Prakasha, "Automated user authentication in wireless public key infrastructure for mobile devices using aadhar card", IEEE Access, 7, pp.17981~18007 (2019)
- K. Prakasha, "Efficient digital certificate verification in wireless public key infrastructure using enhanced cer-tificate revocation list", Information Security Journal: A Global Perspective, 27, pp.214~229 (2018)
- S. Raza, "Securesense: End-to-end secure communication architecture for the cloud-connected internet of things", Future Generation Computer Systems, 77, pp.40~51 (2017)
- N. Saxena, "Easysms: A protocol for end-to-end secure trans-mission of sms", IEEE Transactions on information forensics and security, 9, pp.1157~1168 (2014)
- K. H. Siemens, "A nonrecursive equation for the fourier transform of a walsh function", IEEE Transactions on Electromagnetic Compatibility, pp.81~83 (1973)
- D. R. Stinson, "Combinatorial designs: constructions and analysis" (2007), Springer Science & Business Media
- J. L. Walsh, "A closed set of normal orthogonal functions", American Journal of Mathematics, 45, pp.5~24 (1923)
- Y. Zheng, "Plateaued Functions", pp.284~300 (1999), Springer Berlin Heidelberg