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hep-thJul 1, 2014
8
citations (OpenAlex)
authors
  • Jonathan Rosenberg
institutions
  • University of Maryland, College Park
arXiv abstractPDF
paper

Real Baum-Connes assembly and T-duality for torus orientifolds

arXiv:1407.7735 · doi:10.1016/j.geomphys.2014.12.004

Abstract

We show that the real Baum-Connes conjecture for abelian groups, possibly twisted by a cocycle, explains the isomorphisms of (twisted) KR-groups that underlie all T-dualities of torus orientifold string theories.

arXiv comment14 pages. Minor corrections, a few more references and explanations

References in corpus (10)

  • D-Branes And K-Theory
  • Baryons And Branes In Anti de Sitter Space
  • Toroidal Compactification Without Vector Structure
  • T-duality for torus bundles via noncommutative topology
  • K-Theory, Reality, and Orientifolds
  • Real versus complex K-theory using Kasparov's bivariant KK-theory
  • T-duality For Orientifolds and Twisted KR-theory
  • On The Structure Of The Chan-Paton Factors For D-Branes In Type II Orientifolds
  • String theory on elliptic curve orientifolds and KR-theory
  • Twistings of KR for Real groupoids

Cited by in corpus (5)

  • T-duality simplifies bulk-boundary correspondence
  • T-duality simplifies bulk-boundary correspondence: some higher dimensional cases
  • Crystallographic T-duality
  • Structure and applications of real C*-algebras
  • Algebraic K-theory and derived equivalences suggested by T-duality for torus orientifolds
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