Geometric and topological methods for quantum field theory / ed. by H.Ocampo, E.Pariguán, S.Paycha. - Cambridge: Cambridge University Press, 2010. - xii, 421 p.: ill. - Incl. bibl. ref. - ISBN 978-0-521-76482-7  Место хранения:   013 | Институт математики СО РАН | Новосибирск | Библиотека

Оглавление / Contents

List of contributors ........................................... ix Introduction ................................................... xi 1 The impact of QFT on low-dimensional topology ................ 1 Paul Kirk 2 Differential equations aspects of quantum cohomology ........ 54 Martin A. Guest 3 Index theory and groupoids .................................. 86 Claire Debord and Jean-Marie Lescure 4 Renormalization Hopf algebras and combinatorial groups ..... 159 Alessandra Frabetti 5 BRS invariance for massive boson fields .................... 220 José M. Gracia-Bondía 6 Large-N field theories and geometry ........................ 253 David Berenstein 7 Functional renormalization group equations, asymptotic safety, and quantum Einstein gravity ....................... 288 Martin Reuter and Frank Saueressig 8 When is a differentiable manifold the boundary of an orbifold? .................................................. 330 Andrés Angel 9 Canonical group quantization, rotation generators, and quantum indistinguishability ............................... 344 Carlos Benavides and Andrés Reyes-Lega 10 Conserved currents in Kähler manifolds ..................... 368 Jaime R. Camacaro and Juan Carlos Moreno 11 A symmetrized canonical determinant on odd-class pseudodifferential operators ............................... 381 Marie-Françoise Ouedraogo 12 Some remarks about cosymplectic metrics on maximal flag manifolds ............................................. 394 Marlio Paredes and Sofia Pinzón 13 Heisenberg modules over real multiplication noncommutative tori and related algebraic structures ....... 405 Jorge Plazas