• Corpus ID: 117797098

Vector fields on C*-algebras, semigroups of endomorphisms and gauge groups

  title={Vector fields on C*-algebras, semigroups of endomorphisms and gauge groups},
  author={Innocenti Maresin},
  journal={arXiv: Mathematical Physics},
  • I. Maresin
  • Published 3 December 2012
  • Mathematics
  • arXiv: Mathematical Physics
What is a vector field on a C*-algebra is defined. Its relation to semigroups of endomorphisms was researched. Some results given about those vector fields and semigroups. There are also various constructions of semigroups including one parametrized by the cone of the future in (3+1)-dimensional Minkowski space. Physical interpretations will be presented in a separate paper. 
1 Citations

The presheaf of Quantum Realities and constructions of the space-time from the Space of Ultimation

The paper presents several quantum models constructed with the formalism of algebraic geometry. The Universe is presented as a presheaf on the "space of ultimation" (i.e. the branching future) with



Noncommutative Geometry

Noncommutative Spaces It was noticed a long time ago that various properties of sets of points can be restated in terms of properties of certain commutative rings of functions over those sets. In

This version of the paper lacks an explanation how gauge groups may be related to the spinor construction from Section 3