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Extension of quantum factoring applying white noise analysis



  1. Faculties of Information, Communication and Technology, Malek -Ashtar University of Technology, Tehran, Iran.


In the present paper Shor's factoring algorithm is studied with white noise analysis . Generalized functionals are developed in order to express registers and Fourier transform is developed for generalized functions. Using white noise analysis Shor's factoring algorithm is extended to more than two entangled registers in Hilbert spaces . Based on the presented generalization, Generalized Shor's factoring algorithm with two and more registers are presented..


White noise analysis, Quantum mechanics, Quantum fourier transform, Factoring algorithm.

Submitted at: July 11, 2017
Accepted at: April 5, 2018


R. ASGHARI, Extension of quantum factoring applying white noise analysis, Journal of Optoelectronics and Advanced Materials Vol. 20, Iss. 3-4, pp. 133-139 (2018)