Article Type

Research Article

Publication Title

Reviews in Mathematical Physics

Abstract

In his book on noncommutative geometry, Connes constructed a differential graded algebra out of a spectral triple. Lack of monoidality of this construction is investigated. We identify a suitable monoidal subcategory of the category of spectral triples and show that when restricted to this subcategory the construction of Connes is monoidal. Richness of this subcategory is exhibited by establishing a faithful endofunctor to this subcategory.

DOI

10.1142/S0129055X19500338

Publication Date

10-1-2019

Comments

Open Access, Green

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