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The proceedings of the 25th winter school “Geometry and physics”, Srní, Czech Republic, January 15–22, 2006. (English) Zbl 1103.53001

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The articles of this volume will be reviewed individually. The preceding winter school (24, 2004) has been reviewed (see Zbl 1074.53001).
Indexed articles:
Čap, Andreas, Two constructions with parabolic geometries, 11-37 [Zbl 1120.53013]
Zvengrowski, Peter, Mini-course: an introduction to \(\ell_2\)-homology, 39-66 [Zbl 1113.57012]
Czudková, Lenka; Janová, Jitka; Musilová, Jana, Trivial constraint variational problem, 67-74 [Zbl 1114.70015]
Daily, Marilyn; Lada, Tom, Symmetrization of brace algebras., 75-86 [Zbl 1162.18302]
Galaev, Anton S., Isometry groups of Lobachevskian spaces, similarity transformation groups of Euclidean spaces and Lorentzian holonomy groups, 87-97 [Zbl 1126.53046]
Gilkey, P.; Nikčević, S., Isometry groups of \(k\)-curvature homogeneous pseudo-Riemannian manifolds, 99-110 [Zbl 1125.53051]
Hlavatý, Ladislav; Šnobl, Libor, Transformations of conformally invariant \(\sigma\)-models, 111-116 [Zbl 1119.81072]
Krýsl, Svatopluk, Classification of \(\mathfrak p\)-homomorphisms between higher symplectic spinors, 117-127 [Zbl 1193.53171]
Lávička, Roman, A generalization of Fueter’s monogenic functions to fine domains, 129-138 [Zbl 1133.30014]
Markl, Martin, Transferring \(A_\infty\) (strongly homotopy associative) structures, 139-151 [Zbl 1112.18007]
Musilová, Pavla; Musilová, Jana, Connection induced geometrical concepts, 153-160 [Zbl 1113.58001]
Palese, Marcella; Winterroth, Ekkehart, Gauge-natural field theories and Noether theorems: canonical covariant conserved currents, 161-174 [Zbl 1113.58002]
Sagerschnig, Katja, Parabolic geometries determined by filtrations of the tangent bundle, 175-181 [Zbl 1114.53029]
Vašík, Petr, Connections on higher order principal prolongations, 183-192 [Zbl 1118.53016]
MSC:
53-06 Proceedings, conferences, collections, etc. pertaining to differential geometry
00B25 Proceedings of conferences of miscellaneous specific interest
Citations:
Zbl 1074.53001
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