Quantum field theory and noncommutative geometry. Based on the workshop, Sendai, Japan, November 2002 (Q1768507)
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scientific article; zbMATH DE number 2145999
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Quantum field theory and noncommutative geometry. Based on the workshop, Sendai, Japan, November 2002 |
scientific article; zbMATH DE number 2145999 |
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Quantum field theory and noncommutative geometry. Based on the workshop, Sendai, Japan, November 2002 (English)
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15 March 2005
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Landi, G.}, Noncommutative spheres and instantons, 3-56 [Zbl 1073.58022] \textit{Natsume, T.}, Some noncommutative spheres, 57-66 [Zbl 1083.46039] \textit{Kamimura, Shingo}, From quantum tori to quantum homogeneous spaces, 67-74 [Zbl 1085.46049] \textit{Cahen, M.}, Local models for manifolds with symplectic connections of Ricci type, 77-87 [Zbl 1072.53025] \textit{Bursztyn, H.}, On gauge transformations of Poisson structures, 89-112 [Zbl 1076.53104] \textit{Miyazaki, N.}, Classification of all quadratic star products on a plane, 113-126 [Zbl 1072.53034] \textit{Bieliavsky, P.; Bonneau, P.; Maeda, Y.}, Universal deformation formulae for three-dimensional solvable Lie groups, 127-141 [Zbl 1072.53033] \textit{Waldmann, S.}, Morita equivalence, Picard groupoids and noncommutative field theories, 143-155 [Zbl 1078.53083] \textit{Crainic, M.; Fernandes, R. L.}, Secondary characteristic classes of Lie algebroids, 157-176 [Zbl 1068.22004] \textit{Wess, J.}, Gauge theories on noncommutative spacetime treated by the Seiberg-Witten method, 179-192 [Zbl 1079.81067] \textit{JurĨo, B.}, Noncommutative line bundles and gerbes, 193-204 [Zbl 1078.53098] \textit{Paniak, L. D.; Szabo, R. J.}, Lectures on two-dimensional noncommutative gauge theory quantization, 205-237 [Zbl 1069.81064] \textit{Kawahigashi, Y.}, Topological quantum field theories and operator algebras, 241-253 [Zbl 1067.81118] \textit{Kimura, T.}, Topological quantum field theory an algebraic structures, 255-287 [Zbl 1088.81084] \textit{Iiyori, N.; Itoh, T.; Iwami, M.; Nakada, K.; Masuda, T.}, An infinite family of isospectral pairs: topological aspects, 289-297 [Zbl 1063.05093]
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