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We investigate non-commutative differential calculus on the supersymmetric version of quantum space in which quantum supergroups are realized.
Complex structure, complex derivatives, and holomorphic functions on the quantum plane are defined. Generalized Cauchy—Riemann equations are given and. Dec 15, of recent developments in the quantum differential calculus.
The quantum group is treated by considering it as a particular quantum space.
Wess and Zumino succeeded in formulating a perfectly consistent differential calculus on the quantum hyperplane. Differential calculus on compact matrix pseudogroups quantum groups.