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Dirac operator on the quantum fuzzy four-sphereSqF4
Journal of Mathematical Physics ( IF 1.2 ) Pub Date : 2021-01-25 , DOI: 10.1063/5.0026926
M. Lotfizadeh 1
Affiliation  

q-deformed fuzzy Dirac and chirality operators on quantum fuzzy four-sphere SqF4 are studied in this article. Using the q-deformed fuzzy Ginsparg–Wilson algebra, the q-deformed fuzzy Dirac and chirality operators in an instanton and no-instanton sector are studied. In addition, gauged Dirac and chirality operators in both cases have also been constructed. It has been shown that in each step, our results have a correct commutative limit in the limit case when q → 1 and the noncommutative parameter l tends to infinity.

中文翻译:

量子模糊四球面上的Dirac算子

量子模糊四球面上的q变形Fuzzy Dirac和手性算子 小号qF4在本文中进行研究。使用q变形的模糊Ginsparg–Wilson代数,研究了瞬时和非瞬时扇区中q变形的模糊Dirac和手性算子。此外,在两种情况下,都已构造了规范的Dirac和手性算子。已经证明,在每个步骤中,当q →1且非交换参数l趋于无穷大时,在极限情况下,我们的结果具有正确的交换极限。
更新日期:2021-01-29
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