A novel accelerated implementation of RSA using parallel processing

被引:11
作者
Rawat, Abhishek [1 ]
Sehgal, Kartik [1 ]
Tiwari, Amartya [1 ]
Sharma, Abhishek [1 ]
Joshi, Ashish [1 ]
机构
[1] Bharati Vidyapeeths Coll Engn, Dept Informat Technol, New Delhi 110063, India
关键词
RSA; Parallel Algorithms; Montgomery Reduction; Hyperthreading; MULTIPLICATION;
D O I
10.1080/09720529.2019.1582864
中图分类号
O29 [应用数学];
学科分类号
070104 ;
摘要
Past research has evidently proved that public key cryptosystems are usually slower than symmetric key cryptosystems due to the reason that they use one additional cryptographic key and different methods for encryption and decryption. RSA is one of the most common asymmetric key cryptography algorithms. Recent research has focused on speeding up RSA using various techniques. With the introduction of distributed computing, parallelization of algorithms enables them to run on multiple cores concurrently at a time. RSA consists of two resource intensive operations namely Modular Exponentiation of up to 1024-bit exponents and repeated calculation of Greatest common divisor. Thus, RSA lays the perfect base for application of Montgomery Reduction algorithm to optimize the Repeated Modular multiplication in exponentiation. In this paper we proposed a parallel scheme for RSA using a new parallel data structure known as Concurrent Indexed List of character blocks. The aim of our research was to improve the speed of RSA encryption and decryption using parallelism and also make it compatible with leading industry cryptography standards. We have simulated four different approaches namely both parallel and sequential with and without Montgomery. We have also integrated our parallel paradigm with renowned C++ Crypto library and achieved a speed-up of upto four times than sequential approach. Unlike any other previous approaches, our implementation got easily integrated with any external library and thus can be adopted by any other algorithmic scheme.
引用
收藏
页码:309 / 322
页数:14
相关论文
共 21 条
  • [1] Aki Selim G, 1989, DESIGN ANAL PARALLEL
  • [2] Parallel algorithms
    Blelloch, GE
    Maggs, BM
    [J]. ACM COMPUTING SURVEYS, 1996, 28 (01) : 51 - 54
  • [3] Chen Xudong, 2010, GRID COOP COMP GCC 2
  • [4] Cormen T. H., 2009, Introduction to algorithms, VThird
  • [5] Dai W., 2010, Crypto++ library
  • [6] Accelerating next generation public-key cryptosystems on general-purpose CPUs
    Eberle, H
    Shantz, S
    Gupta, V
    Gura, N
    Rarick, L
    Spracklen, L
    [J]. IEEE MICRO, 2005, 25 (02) : 52 - 59
  • [7] Fadhil Heba Mohammed, 2014, INT J COMPUTER APPL, V87
  • [8] Fu Chong, 2008, INT COMP TECHN AUT I, V2
  • [9] Survey and analysis of security issues on RSA algorithm for digital video data
    Gagneja, Kunal
    Singh, K. John
    [J]. JOURNAL OF DISCRETE MATHEMATICAL SCIENCES & CRYPTOGRAPHY, 2016, 19 (01) : 39 - 55
  • [10] Kapoor Bhanu, 2014, ADV COMP C IACC 2014