Investigation of relativistic fermions with various energy-momentum distributions in q-deformed approach

Hassanabadi, Hassan; Sedaghatnia, Parisa; Chung, Won Sang; Zarrinkamar, Saber

doi:10.1142/S0217751X19501653

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Investigation of relativistic fermions with various energy-momentum distributions in q-deformed approach

Hassanabadi, Hassan;
Sedaghatnia, Parisa;
Chung, Won Sang;
Zarrinkamar, Saber

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WEB OF SCIENCE

4

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4

초록

In this paper, we investigate the q-deformed Dirac equation. We obtain a quasi-exactly solvable equation. The energy-momentum distribution is considered using Landau-Lifshitz, Einstein and Papapetrou complexes and the results are discussed.

키워드

Dirac equation; q-addition; quasi-exactly solvable; energy spectrum; energy-momentum distribution; STATISTICAL-MECHANICS; HARMONIC-OSCILLATOR; QUANTUM-MECHANICS; Q-ANALOGS; ALGEBRA; SUPERSTATISTICS; PARTICLE; PHASE

제목: Investigation of relativistic fermions with various energy-momentum distributions in q-deformed approach

저자: Hassanabadi, Hassan; Sedaghatnia, Parisa; Chung, Won Sang; Zarrinkamar, Saber

DOI: 10.1142/S0217751X19501653

발행일: 2019-10-10

유형: Article

저널명: International Journal of Modern Physics A

권: 34

호: 28