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Hyperbolic Manifolds, Discrete Groups and Ergodic Theory by Curtis T. McMullen

Hyperbolic Manifolds, Discrete Groups and Ergodic Theory

Hyperbolic Manifolds, Discrete Groups and Ergodic Theory by Curtis T. McMullen
Hyperbolic Manifolds, Discrete Groups and Ergodic Theory by Curtis T. McMullen
Publisher: Harvard University 2011
Number of pages: 118
Contents: Ergodic theory; Dynamics on hyperbolic surfaces; Orbit counting, equidistribution and arithmetic; Spectral theory; Mixing of unitary representations of SLnR; Amenability; The Laplacian; All unitary representations of PSL2(R); Kazhdan's property T; Ergodic theory at infinity of hyperbolic manifolds; Lattices: Dimension 1; Dimension 2; Lattices, norms and totally real fields; Dimension 3; Dimension 4, 5, 6; Higher rank dynamics on the circle; The discriminant-regulator paradox.
Mathematics Applied Dynamical Systems Theory
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