Analysis of Quantum Algorithm to Find the Solution of Integer factoriza-tion Problem
Anil Kumar Malviya, Lokendra Singh Umrao Vibhooti Singh
Abstract
Anil Kumar Malviya, Lokendra Singh Umrao Vibhooti Singh
Abstract
Quantum computing has emerged as an important interdisciplinary field, merging theories in mathematics, physics and computer science. So far, a significant portion of research in quantum computing has focused on the design of quantum algorithms. Quantum Com-puters requires very different algorithms for factorization, which plays an important role in the field of quantum computing and shor’s algo-rithm is used to address integer factorization problem. Shor's algorithm is important because it breaks a widely used public-key cryptography scheme known as RSA. This paper discusses the refinement of quantum factorization algorithm. Keywords: - quantum algorithm, factorization, gcd, prime decomposition, shor’s algorithm.
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Quantum computing has emerged as an important interdisciplinary field, merging theories in mathematics, physics and computer science. So far, a significant portion of research in quantum computing has focused on the design of quantum algorithms. Quantum Com-puters requires very different algorithms for factorization, which plays an important role in the field of quantum computing and shor’s algo-rithm is used to address integer factorization problem. Shor's algorithm is important because it breaks a widely used public-key cryptography scheme known as RSA. This paper discusses the refinement of quantum factorization algorithm. Keywords: - quantum algorithm, factorization, gcd, prime decomposition, shor’s algorithm.
Key concepts: Integer factorization, Quantum computer, Computer science, Quantum algorithm, Factorization, Algorithm, Integer (computer science), Post-quantum cryptography