Perturbation theory based on Darboux transformation on one-dimensional Dirac equation in Quantum Computation

Author

Trisetyarso, Agung

Author_Institution

Telkom Inst. of Technol., Bandung, Indonesia

fYear

2013

fDate

20-22 March 2013

Firstpage

308

Lastpage

310

Abstract

We present the recent works [1] on the application of Darboux transformation on one-dimensional Dirac equation related to the field of Quantum Information and Computation (QIC). The representation of physical system in one-dimensional equation and its transformation due to the Bagrov, Baldiotti, Gitman, and Shamshutdinova (BBGS)-Darboux transformation showing the possibility admitting the concept of relativity and the trade-off of concurrent condition of quantum and classical physics play into the area of QIC. The applications in cavity quantum electrodynamics and on the proposal of quantum transistor are presented.

Keywords

Dirac equation; perturbation theory; quantum computing; quantum electrodynamics; BBGS-Darboux transformation; QIC; cavity quantum electrodynamics; classical physics; concurrent condition; one-dimensional Dirac equation; one-dimensional equation; perturbation theory; physical system; quantum computation; quantum information and computation; quantum physics; quantum transistor; relativity; Cavity resonators; Electric potential; Electrodynamics; Equations; Mathematical model; Quantum computing; Cavity QED; Darboux transformation; One-dimensional Dirac equation; Quantum transistor;

fLanguage

English

Publisher

ieee

Conference_Titel

Information and Communication Technology (ICoICT), 2013 International Conference of

Conference_Location

Bandung

Print_ISBN

978-1-4673-4990-1

Type

conf

DOI

10.1109/ICoICT.2013.6574591

Filename

6574591