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Titolo: | Discontinuous Groups and Riemann Surfaces (AM-79), Volume 79 : Proceedings of the 1973 Conference at the University of Maryland. (AM-79) / / Leon Greenberg |
Pubblicazione: | Princeton, NJ : , : Princeton University Press, , [2016] |
©1974 | |
Descrizione fisica: | 1 online resource (456 pages) : illustrations |
Disciplina: | 512/.2 |
Soggetto topico: | Riemann surfaces |
Discontinuous groups | |
Soggetto non controllato: | Abelian variety |
Adjunction (field theory) | |
Affine space | |
Algebraic curve | |
Algebraic structure | |
Analytic function | |
Arithmetic genus | |
Automorphism | |
Bernhard Riemann | |
Boundary (topology) | |
Cauchy sequence | |
Cauchy–Schwarz inequality | |
Cayley–Hamilton theorem | |
Closed geodesic | |
Combination | |
Commutative diagram | |
Commutator subgroup | |
Compact Riemann surface | |
Complex dimension | |
Complex manifold | |
Complex multiplication | |
Complex space | |
Complex torus | |
Congruence subgroup | |
Conjugacy class | |
Convex set | |
Cyclic group | |
Degeneracy (mathematics) | |
Diagram (category theory) | |
Diffeomorphism | |
Differential form | |
Dimension (vector space) | |
Disjoint sets | |
E7 (mathematics) | |
Endomorphism | |
Equation | |
Equivalence class | |
Euclidean space | |
Existence theorem | |
Existential quantification | |
Finite group | |
Finitely generated group | |
Fuchsian group | |
Fundamental domain | |
Fundamental lemma (Langlands program) | |
Fundamental polygon | |
Galois extension | |
Holomorphic function | |
Homeomorphism | |
Homology (mathematics) | |
Homomorphism | |
Hurwitz's theorem (number theory) | |
Inclusion map | |
Inequality (mathematics) | |
Inner automorphism | |
Intersection (set theory) | |
Irreducibility (mathematics) | |
Isomorphism class | |
Isomorphism theorem | |
Jacobian variety | |
Jordan curve theorem | |
Kleinian group | |
Limit point | |
Mapping class group | |
Metric space | |
Monodromy | |
Monomorphism | |
Möbius transformation | |
Non-Euclidean geometry | |
Orthogonal trajectory | |
Permutation | |
Polynomial | |
Power series | |
Projective variety | |
Quadratic differential | |
Quadric | |
Quasi-projective variety | |
Quasiconformal mapping | |
Quotient space (topology) | |
Rectangle | |
Riemann mapping theorem | |
Riemann surface | |
Schwarzian derivative | |
Simply connected space | |
Simultaneous equations | |
Special case | |
Subgroup | |
Subsequence | |
Surjective function | |
Symmetric space | |
Tangent space | |
Teichmüller space | |
Theorem | |
Topological space | |
Topology | |
Uniqueness theorem | |
Unit disk | |
Variable (mathematics) | |
Winding number | |
Word problem (mathematics) | |
Persona (resp. second.): | GreenbergLeon |
Note generali: | Bibliographic Level Mode of Issuance: Monograph |
Nota di bibliografia: | Includes bibliographical references at the end of each chapters. |
Nota di contenuto: | Frontmatter -- PREFACE / Greenberg, L. -- CONTENTS -- CONSTRUCT ABILITY AND BERS STABILITY OF KLEINIAN GROUPS / Abikoff, William -- ALGEBRAIC CURVES AND HALF-CANONICAL LINEAR SERIES / Accola, Robert D. M. -- SUFFICIENT CONDITIONS FOR QUASI-CONFORMAL EXTENSION / Ahlfors, Lars V. -- FUNDAMENTAL DOMAINS FOR KLEINIAN GROUPS / Beardon, A. F. -- SPACES OF DEGENERATING RIEMANN SURFACES / Bers, Lipman -- MAPPING CLASS GROUPS OF SURFACES: A SURVEY / Birman, Joan S. -- A NOTE ON L2 ( Γ G ) / Chen, Su-shing -- ON THE OUTRADIUS OF FINITE-DIMENSIONAL TEICHMÜLLER SPACES / Chu, T. -- SOME DIRECT LIMITS OF PRIMITIVE HOMOTOPY WORDS AND OF MARKOFF GEODESICS / Cohn, Harvey -- ON THE CARATHÉODORY METRIC IN TEICHMÜLLER SPACES / Earle, Clifford J. -- SOME REFINEMENTS OF THE POINCARÉ PERIOD RELATION / Ehrenpreis, L. / Farkas, H. M. -- REMARKS ON AUTOMORPHISMS OF COMPACT RIEMANN SURFACES / Farkas, Hershel M. -- THE STRUCTURE OF PSL2(R );R , THE RING OF INTEGERS IN A EUCLIDEAN QUADRATIC IMAGINARY NUMBER FIELD / Fine, Benjamin -- QUASI-CONFORMAL MAPPINGS AND LEBESGUE DENSITY / Gehring, F. W. / Kelly, J. C. -- ON THE MODULI OF COMPACT RIEMANN SURFACES WITH A FINITE NUMBER OF PUNCTURES / Gilman, Jane -- MAXIMAL GROUPS AND SIGNATURES / Greenberg, Leon -- COMMENSURABLE GROUPS OF MOEBIUS TRANSFORMATIONS / Greenberg, Leon -- CHABAUTY SPACES OF DISCRETE GROUPS / Harvey, William -- MONODROMY GROUPS AND LINEARLY POLYMORPHIC FUNCTIONS / Hejhal, Dennis A. -- COLLARS ON RIEMANN SURFACES / Keen, Linda -- DEFORMATIONS OF CERTAIN COMPLEX MANIFOLDS / Kiremidjian, Garo K. -- ON THE A (Γ ) ⊂ Bq(Γ ) CONJECTURE FOR INFINITELY GENERATED GROUPS / Lehner, Joseph -- THE FUNDAMENTAL GROUPS OF CERTAIN SUBGROUP SPACES / Macbeath, A. M. -- MODULAR GROUPS AND FIBER SPACES OVER TEICHMÜLLER SPACES / Maclachlan, C. -- UNIVERSAL PROPERTIES OF FUCHSIAN GROUPS IN THE POINCARÉ METRIC / Marden, Albert -- REMARKS ON COMPLEX MULTIPLICATION AND SINGULAR RIEMANN MATRICES / Martens, Henrik H. -- INTERSECTIONS OF COMPONENT SUBGROUPS OF KLEINIAN GROUPS / Maskit, Bernard -- POLYNOMIAL APPROXIMATION IN THE BERS SPACES / Metzger, Thomas / Sheingorn, Mark -- SIMPLE ILLUSTRATIONS OF THE USES OF EXPLICIT COMPUTATION OF THETA CONSTANTS / Rauch, Harry E. -- ON THE RELATION BETWEEN LOCAL AND GLOBAL PROPERTIES OF BOUNDARY VALUES FOR EXTREMAL QUASI-CONFORMAL MAPPINGS / Reich, Edgar -- SYMMETRIC EMBEDDINGS OF RIEMANN SURFACES / Rüedy, Reto A. -- ON THE TRAJECTORY STRUCTURE OF QUADRATIC DIFFERENTIALS / Strebel, Kurt -- THE MAXIMAL INSCRIBED BALL OF A FUCHSIAN GROUP / Sturm, Jacob / Shinnar, Meir -- Backmatter |
Sommario/riassunto: | Study 79 contains a collection of papers presented at the Conference on Discontinuous Groups and Ricmann Surfaces at the University of Maryland, May 21-25, 1973. The papers, by leading authorities, deal mainly with Fuchsian and Kleinian groups, Teichmüller spaces, Jacobian varieties, and quasiconformal mappings. These topics are intertwined, representing a common meeting of algebra, geometry, and analysis. |
Titolo autorizzato: | Discontinuous Groups and Riemann Surfaces (AM-79), Volume 79 |
ISBN: | 1-4008-8164-1 |
Formato: | Materiale a stampa |
Livello bibliografico | Monografia |
Lingua di pubblicazione: | Inglese |
Record Nr.: | 9910154754003321 |
Lo trovi qui: | Univ. Federico II |
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