Perturbed Quantum Computation of the Non-linear Dynamical System in Terms of Bose-Mesner Algebra Using N-Coupled Maps

Authors

  • Tuhin Dutta

Abstract

Abstract

The author has considered the non-linear dynamical system comprising of brain, heart, kidney, physiological processes, thinking mechanism and immune system. The components of the dynamical system are interconnected with each other. In the present work he has discussed the perturbation in the non-linear dynamical system due to intense BIS processes. The BIS processes occurring in the surroundings constantly affect our neural network bringing about sudden changes in nervous system. The author has tried to explain the perturbation in terms of Bose-Mesner algebra. Eventually, the quantum computation efficiency of the human brain has been calculated using N-coupled maps of memory with invariant measure.

Keywords: Quantum BIS Effect, N—coupled maps, neural network, Bose-Mesner Algebra, Quantum computation

PACS: 17A50,17A75

Cite this Article:
Tuhin Datta. Perturbed quantum computation of the non-linear dynamical system in terms of Bose-Mesner algebra using N-coupled maps. Journal of Computer Technology & Applications. 2015; 6(1): 27–42p.

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Published

2019-07-09

Issue

Vol. 6 No. 1 (2015)

Section

Articles

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