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1
Loop-based RSA Key Generation Algorithm using String Identity
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Parallel Processing of RSAAlgorithm Using MPI Library
Published 2006“…This report explains the project of developing Parallel Processing of RSA Algorithm Using MPI Library. RSA Algorithm is a public-key cryptosystem that offers encryption technique which security is based on the difficulty of factoring large prime integers. …”
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Final Year Project -
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Enhancement of RSA Key Generation Using Identity
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Book Chapter -
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Secure Image Steganography Using Encryption Algorithm
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A RSA-type cryptosystem based on quartic polynomials
Published 2011“…By using this algorithm, the time for computations will be decreased. …”
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Thesis -
7
A hardware implementation of Rivest-Shamir-Adleman co-processor for resource constrained embedded systems
Published 2006“…The computation intensive modular multiplication operation is based on the Montgomery’s algorithm and implemented using systolic array architecture. …”
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8
A parallel version of a binary method and vector addition chains precomputation for exponentiation in RSA / Siti Khatijah Nor Abdul Rahim and Siti Rozanae Ismail
Published 2006“…Exponentiation is a fundamental operation that exists in most computational number theory. It is one of the dominant parts of algorithms for key exchange, electronic signatures and authentication in cryptography. …”
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Research Reports -
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A comparative review on symmetric and asymmetric dna-based cryptography
Published 2023“…As observed, the computational time of RSA algorithm combined with DNA coding was longer. …”
Article -
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New signed-digit {0,1,3}-NAF scalar multiplication algorithm for elliptic curve over binary field
Published 2011“…Also, a new point tripling formula and algorithm are introduced for elliptic curve over binary field using Lopez-Dahab projective coordinates. …”
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Thesis -
12
New Lightweight Identity Based Encryption Algorithm for Mobile Device: Preliminary Study
Published 2012“…Thus, it is suitable for mobile devices, it uses 160 bits key and provides the same security as RSA 1024 bits key.Some benefits are expected from this study to improve the encryption algorithm for mobile security.…”
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13
DNA sequences compression by GP2R and selective encryption using modified RSA technique
Published 2020“…The effective lossless compression method, effective data structure, and DNA (Deoxyribonucleic Acid) data searching are quite essential as they provide a stimulus to easy accessibility and communication. The proposed algorithm is a new Lossless Compression algorithm, which compresses data, based on two tiers. …”
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Article -
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Enhancing speed performance of the cryptographic algorithm based on the lucas sequence
Published 2003“…The computation time analysis shows that whene doubling with remainder technique is used, the improvement of the speed rises rapidly compared to the standard implementation of the LUC algorithm and LUC algorithm with doubling rule. …”
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Thesis -
15
An analysis of the AAḃ asymmetric encryption scheme on embedded devices for IoT environment / Syed Farid Syed Adnan
Published 2019“…It is also not known how the algorithm would perform against the widely used RSA on resource-constrained platforms. …”
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16
Improve cloud computing security using RSA encryption with Fermat's little theorem
Published 2014“…Encryption is the one of the most secured way using prevent unauthorized access. Hence we provide a new method for Cloud Computing Security by applying RSA algorithm and Fermat's theorem together. …”
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Article -
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Designing a new E-Commerce authentication framework for a cloud-based environment
Published 2024Conference Paper -
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Enhancement of {0, 1, 3}-NAF Recoding Algorithm using Block Method Technique for Elliptic Curve Cryptosystem
Published 2015“…To enhance the reliability of results the average of each run has been calculated and used. The result from the input data yielded the following results: The proposed algorithm has overall 86% speed up in comparison to the base algorithm. …”
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Thesis -
20
Implementation of Grid Computing for Cryptosystem (RSA)
Published 2005“…The RSA algorithm can be used for both public key encryption and digital signatures. …”
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