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RSA Encryption & Decryption using JAVA
Published 2006“…References and theories to support the research of 'RSA Encryption/Decryption using Java' have been disclosed in Literature Review section. …”
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Final Year Project -
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AUTOMATED MODEL GENERATION OF FSM AND NUSMV MODEL FROM RSA JAVA SOURCE CODE FOR MODEL CHECKING
Published 2021“…RSA is one of these encryption algorithms that have been implemented in security systems. …”
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Thesis -
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An improved RSA cryptosystem based on thread and CRT / Saheed Yakub Kayode and Gbolagade Kazeem Alagbe
Published 2017“…Java programming language is used to implement the algorithm. …”
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Secure Image Steganography Using Encryption Algorithm
Published 2016“…A system based on the proposed algorithm will be implemented using Java and it will be more secured due to double-layer of security mechanisms which are RSA and Diffie-Hellman.…”
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Conference or Workshop Item -
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Digitally signed electronic certificate for workshop / Azinuddin Baharum
Published 2017“…Digital Signature was encrypted by RSA Algorithm, a very powerful asymmetrical encryption. …”
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Parallel method using MPI for solving large systems of delay differential equations
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Predictor-corrector scheme in modified block method for solving delay differential equations with constant lag
Published 2014“…In this paper, the numerical solution of delay differential equations using a predictor-corrector scheme in modified block method is presented. …”
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Block multistep methods for solving first order retarded and neutral delay differential equations
Published 2015“…A new subroutine function has been added in the developed algorithm with the capabilities to approximate the neutral delay term using the interpolation of function evaluation. …”
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Thesis -
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Predictor-corrector scheme in modified block method for solving delay differential equations with constant lag
Published 2014“…In this paper, the numerical solution of delay differential equations using a predictor-corrector scheme in modified block method is presented. …”
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One-step block methods for solving ordinary and delay differential equations
Published 2011“…Subsequently, the codes were then adapted to solve first order DDEs and the delay term is approximated using Neville’s interpolation. …”
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Thesis -
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Solving delay differential equations using modified 2-point block method
Published 2012“…The Newton divided difference interpolation has been used to approximate the delay solutions and the algorithm is implemented in variable step size. …”
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Multistep block methods for solving higher order delay differential equations
Published 2016“…The delay term in DDEs with constant delays is approximated using Hermite interpolation. …”
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Adam’s type block methods for solving neutral delay differential equation with constant and panthograph delay
Published 2019“…The multistep block methods will be implemented in solving NDDE with constant and pantograph delay types using constant step size. …”
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Solving delay differential equations (DDEs) using nakashima's 2 stages 4th order Pseudo-Runge-Kutta method
Published 2013“…This paper is investigate numerically the problem on solving Delay Differential Equations (DDEs) using Nakashima’s 2 Stages 4th Order Pseudo-Runge-Kutta Method and also developed the algorithm of Nakashima’s 2 Stages 4th Order Pseudo-Runge-Kutta Method incorporates with Hermite Interpolation. …”
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Performance of Ad-Hoc on-Demand Distance Vector Discovery Algorithms Based On Packet Lifetime
Published 2008“…The performance analysis of the proposed algorithms was conducted by using the discrete-event simulator, OMNeT++. …”
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Thesis -
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Diagonally multistep block method for solving Volterra integro-differential equation with delay
Published 2023“…Volterra integro-differential equation with delay (VIDED) is solved using a diagonally multistep block method (DMB). …”
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Determination of order delivery time in event organizer industry using a non-delay scheduling approach / Nur Indrianti and Vina Islamia Vervly Suandevin
Published 2020“…As a case study, the modified non-delay algorithm is examined to solve the problem of an EO in Indonesia. …”
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