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Finite Two-Point Space Without Quantization on Noncommutative Space from a Generalized Fractional Integral Operator

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We show in this communication that if the Mellin transform is replaced by a fractional generalized integral on a noncommutative space and using the basic axioms of spectral triples, the… Click to show full abstract

We show in this communication that if the Mellin transform is replaced by a fractional generalized integral on a noncommutative space and using the basic axioms of spectral triples, the two-point space problem is finite without passing to quantization.

Keywords: space; noncommutative space; quantization; two point; point space

Journal Title: Complex Analysis and Operator Theory
Year Published: 2018

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