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elliptic Selberg integral

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Context

Integration theory

integration

analytic integrationcohomological integration
measureorientation in generalized cohomology
Riemann/Lebesgue integration, of differential formspush-forward in generalized cohomology/in differential cohomology

Analytic integration

Cohomological integration

Variants

Contents

References

  • J.F. van Diejen, V.P. Spiridonov, An elliptic Macdonald-Morris conjecture and multiple modular hypergeometric sums, Math. Res. Letters 7 (2000) 729–746; Elliptic Selberg integrals, Internat. Math. Res. Notices 20, (2001), 1083–1110; Modular hypergeometric residue sums of elliptic Selberg integrals, Lett. Math. Phys. 58 (2001), 223–238.
  • G. Felder, L. Stevens, A. Varchenko, Elliptic Selberg integrals and conformal blocks, Math. Res. Lett. 10 (2003), no. 5-6, 671–684, MR2004i:32024, pdf
  • V. P. Spiridonov, Elliptic beta integrals and solvable models of statistical mechanics, arxiv/1011.3798
Revised on November 7, 2012 22:55:32 by Urs Schreiber (82.169.65.155)
Edit | Back in time (1 revision) | See changes | History | Views: Print | TeX | Source | Linked from: integration over supermanifolds, Lie integration, path integral, measure space, orientation, Lebesgue space, orientation in generalized cohomology, Berezin integral, Kontsevich integral, fermionic path integral, fiber integration in ordinary differential cohomology, elliptic Selberg integral, analytical index, Selberg integral, integration of differential forms, integral, Grothendieck-Riemann-Roch theorem, fiber integration in differential K-theory, fiber integration in differential cohomology, line integral, integration theory - contents, geometric quantization by push-forward, Lebesgue integration, integration over infinite-dimensional manifolds, Lie differentiation, cohomological integration