28 citations · 43 across the 2 of their papers we have counts for
3 papers
math-ph2015
Quantization commutes with singular reduction: cotangent bundles of compact Lie groups
Jord Boeijink, Klaas Landsman, Walter van Suijlekom
We analyse the `quantization commutes with reduction' problem (first studied in physics by Dirac, and known in the mathematical literature also as the Guillemin-Sternberg Conjectur…
math-ph2014★ 15 cited
On globally non-trivial almost-commutative manifolds
Jord Boeijink, Koen van den Dungen
Within the framework of Connes' noncommutative geometry, we define and study globally non-trivial (or topologically non-trivial) almost-commutative manifolds. In particular, we foc…
math-ph2010★ 28 cited
The noncommutative geometry of Yang-Mills fields
Jord Boeijink, Walter D. van Suijlekom
We generalize to topologically non-trivial gauge configurations the description of the Einstein-Yang-Mills system in terms of a noncommutative manifold, as was done previously by C…