Noncommutative geometry and the standard model of elementary particle physics
F. Scheck, H. Upmeier, W. Werner (eds.).
Berlin ; New York : Springer, ©2002.
xii, 346 págs. ; 24 cm.
Serie: Lecture notes in physics, ISSN 0075-8450 ; 596
ISBN: 3540440712
Incluye referencias bibliográficas.
Reseña: MathSciNet, 2004k:58045
Contenido
- Ralf Holtkamp, Spectral triples and abstract Yang-Mills functional
- Ralf Meyer, Real spectral triples and charge conjugation
- Michael Frank, The commutative case: spinors, Dirac operator and de Rham algebra
- Peter M. Alberti and Reiner Matthes [Rainer Matthes], Connes' trace formula and Dirac realization of Maxwell and Yang-Mills action
- Bernd Ammann and Christian Bär, The Einstein-Hilbert action as a spectral action
- Ryszard Nest, Elmar Vogt and Wend Werner, Spectral action and the Connes-Chamsedinne model
- Herald Upmeier [Harald Upmeier], Dirac operator and real structure on Euclidean and Minkowski spacetime
- ; Karen Elsner, Holger Neumann and Harald Upmeier, The electro-weak model
- Karen Elsner, Holger Neumann and Harald Upmeier, The full standard model
- Holger Neumann and Harald Upmeier, Standard model coupled with gravity
- Florian Scheck, The Higgs mechanism and spontaneous symmetry breaking
- Bruno Iochum, The impact of NC geometry in particle physics
- Rainer Häussling, The su(2|1) model of electroweak interactions and its connection to NC geometry
- Klaus Fredenhagen, Quantum fields and noncommutative spacetime
- Edwin Langmann, NC geometry and quantum fields: simple examples
- Giovanny Landi [Giovanni Landi], Dirac eigenvalues as dynamical variables
- Raimar Wulkenhaar, Hopf algebras in renormalization and NC geometry
- Fedele Lizzi, NC geometry of strings and duality symmetry.
