An Application of Integral Transform Based Method in Cryptograph
Akinola Emmanuel Idowu *
Mathematics Programme Bowen University Iwo, Osun State, Nigeria.
Alao Saheed
Department of Pure and Applied Mathematics, Ladoke Akintola University of Technology Ogbomoso, Oyo State, Nigeria.
Oderinu Rasaq Adekola
Department of Pure and Applied Mathematics, Ladoke Akintola University of Technology Ogbomoso, Oyo State, Nigeria.
Folorunso Esther Omofa
Mathematics Programme Bowen University Iwo, Osun State, Nigeria and Department of Pure and Applied Mathematics, Ladoke Akintola University of Technology Ogbomoso, Oyo State, Nigeria.
*Author to whom correspondence should be addressed.
Abstract
Information security and confidentiality in our day-to-day activities cannot be overemphasis due to the ways hackers are intruding into several messages and information that ought to be personal or confidential. Hence there is a need to write or make the information secret or hidden as much as possible.
Cryptography provides a resounding solution to this aforementioned problem by certifying that messages and information shared or transferred remain confidential. In this research work a mathematical approach is being proposed to encrypt and decrypt information using an integral transform called “Kamal Transform” for encrypting the plain text and its corresponding inverse transform for decryption alongside congruence modulo operator as a means of protecting and securing valuable data or information from hackers.
Keywords: Effects of Fungicides, Integral transform, Yield and Diseases of Rice, kamal transform, cryptography, congruence modulo, decrypt, encrypt
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References
Bodkhe DS, Panchal SK. Use of Sumudu Transform in Cryptography, Bulletin of the Marathwada Mathematical Science. 2015;16(1):1-6.
Hiwarekar AP. A new method of Cryptography using Laplace Transform, Intr. J. Math. Arch. 2012;3(3):1193-1197.
Naga Lakshmi G, Ravi Kumar B, Chandra Sekhar A. A cryptographic Scheme of Laplace Transforms, Intr. J. Math. Arch. 2011;2(12):2515-2519.
Abdelilah K, Hassan Sedeeg, Mohand M.,Abdelrahim Mahgoub, Munner A Saif Saeed. An Application of the New Integral Aboodh Transform in Cryptography, Pure and Applied Mathematics Journal. 2016;5(5):151-154.
Burton DM. Elementary Number Theory, Tata McGraw Hill, New Delhi. K; 2002.
Abdelilah, Hassan S. The new integral transform Kamal Transform, Advances in Theoretical and Applied Mathematics. 2016;11(4):451-458.
Ahmad A, Kamal Adomian. Decomposition method for solving nonlinear wave-like equation with variable coefficients. Journal of Advances in Mathematics and Computer Science. 2019;1-11.
Naga Lakshmi G, Ravi Kumar B, Chandra Sekhar A. A cryptographic Scheme of Laplace Transforms, Intr. J. Math. Arch. 2011;2(12):2515-2519.
Tarig M Elzaki. The new integral transform elzaki transform, Global Journal of Pure and Applied Mathematics. 2011;7(1):57–64.
Mohand M, Abdelrahim Mahgoub. The new integral transform mahgoub transform, Advances in Theoretical and Applied Mathematics. 2016;11(4):391–398.
Tarig M Elzaki, Salil M Elzaki, Elnour EA. On the new integral transform elzaki transform fundamental properties investigations and applications, Global Journal of Mathematical Sciences: Theory and Practical. 2012;4(1):1-13.
Tarig M Elzaki, Salil M Elzaki. On the connection between Laplace and Elzaki Transforms, Advances in Theoretical and Applied Mathematics. 2011;6(1):1-10.
Stallings W. Cryptography and Network Security, Prentice Hall (4th Ed.); 2005.