An extended differential calculus on the quantum super space
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Abstract (EN)
In this study, A noncommutative differential calculus on the extended quantum 3d superspace is given. The Lie algebra of vector field, its Hopf algebra structure and dual Hopf algebra are obtained. The differential calculus on the extended quantum 3d superspace is extended via inner derivations and Lie derivatives. Keywords: Quantum superspace, differential calculus, super Hopf algebra, Lie super algebra dual super algebra, inner derivations and Lie derivatives.
Author
Muttalip İnekci
How to Cite
Muttalip İnekci (Master Thesis). An extended differential calculus on the quantum super space, 2007, Yıldız Technical University.
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