Renormalization and 3-manifolds which Fiber Over the CirclePrinceton University Press, 1996 M07 28 - 253 páginas Many parallels between complex dynamics and hyperbolic geometry have emerged in the past decade. Building on work of Sullivan and Thurston, this book gives a unified treatment of the construction of fixed-points for renormalization and the construction of hyperbolic 3- manifolds fibering over the circle. |
Otras ediciones - Ver todas
Renormalization and 3-manifolds which Fiber Over the Circle Curtis T. McMullen Vista previa limitada - 1996 |
Renormalization and 3-Manifolds Which Fiber over the Circle Curtis T. McMullen Vista previa limitada - 2014 |
Renormalization and 3-manifolds which Fiber Over the Circle Curtis T. McMullen Sin vista previa disponible - 1996 |
Términos y frases comunes
3-manifolds AH(S analytic continuation asymptotic ball baseframe Bers slice bi-infinite bounded combinatorics combinatorics combinatorics and definite compact subset conformal vector field conjugate converges convex core convex hull Corollary critical point deep point defined definite moduli deformation denote diam dynamical systems Euclidean ex(v filled Julia set finite fixed point geodesic geometric limits Hausdorff topology holomorphic homeomorphism homotopy hyperbolic manifold hyperbolic metric hyperbolic space infinitely renormalizable injectivity radius inner class invariant line field isometry isotopy iterates J(ft Jn(i Kleinian group Lemma Let f limit set Mandelbrot set map f Möbius transformation Mod(S mod(U parabolic Poly2 polynomial-like map postcritical set Proof Proposition quadratic polynomial quadratic-like map quasi-isometry quasiconformal conjugacy quasiconformal map quasiconformal vector field renormalization Riemann surface sequence small Julia sets smooth SR(f Teich(S Teichmüller space Theorem tower tuning invariant unique V₁ vector field visual distortion zero
Pasajes populares
Página 243 - Wright, The shape of the boundary of Maskit's embedding of the Teichmuller space of once punctured tori, preprint. 13. L. Keen and C. Series, Pleating coordinates for the Maskit embedding of the Teichmuller space of punctured tori, Topology 32(4) (1993), 719-749.