An Enhanced and Secured RSA Key Generation Scheme (ESRKGS)
Tài liệu tham khảo
Al-Hamami, 2012, Enhanced method for RSA cryptosystem algorithm, 402
Ali, 2004, Timing attack prospect for RSA cryptanalysts using genetic algorithm technique, Int Arab J Inf Technol, 1, 80
Carl, 1996, Tale of two sieves, Notices Amer Math Soc, 43, 1473
Chhabra, 2011, Modified RSA algorithm: a secure approach, 545
Forouzan, 2007, 2
Ivy, 2012, A modified RSA cryptosystem based on ‘n’ prime numbers, Int J Eng Computer Sci, 1, 63
Jamgekar, 2013, File encryption and decryption using secure RSA, Int J Emerg Sci Eng (IJESE), 1, 11
Lenstra, 1987, Factoring integers with elliptic curves, Ann Math, 126, 649, 10.2307/1971363
Liu, 2011, The research of the batch RSA decryption performance, J Comput Inf Syst, 7, 948
Mahajan, 2012, Performance evolution of RSA and new cryptosystem, Int J Emerg Technol Adv Eng, 2, 279
Minni, 2013, An algorithm to enhance security in RSA, 1
Rama Chandra Rao, 2012, A novel modular multiplication algorithm and its application to RSA decryption, Int J of Comput Sci Issues, 9, 303
Ribenboim, 1995, Vol. 49, 22
Rivest, 1978, Method for obtaining digital signatures and public-key cryptosystems, Commun ACM, 21, 120, 10.1145/359340.359342
Segar, 2013, Pell's RSA key generation and its security analysis, 1
Sharma, 2011, RSA algorithm using modified subset sum cryptosystem, 457
Stallings, 2011, 121
Wagner, 2003, The Laws of Cryptography with Java Code, Tech Rep, 78
Wu, 2001, RSA cryptosystem design based on the Chinese remainder theorem, 391