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Lectures on Vector Bundles over Riemann Surfaces. (MN-6), Volume 6
Robert C. Gunning
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Naturwissenschaften, Medizin, Informatik, Technik / Mathematik
Beschreibung
The description for this book, Lectures on Vector Bundles over Riemann Surfaces. (MN-6), Volume 6, will be forthcoming.
Das E-Book Lectures on Vector Bundles over Riemann Surfaces. (MN-6), Volume 6 wird angeboten von Princeton University Press und wurde mit folgenden Begriffen kategorisiert:
Sheaf (mathematics); Complex analysis; Vector bundle; Theorem; Riemann surface; Cohomology; Exact sequence; Compact Riemann surface; Complex vector bundle; Riemann mapping theorem; Diagram (category theory); Neighbourhood (mathematics); Complex manifold; Quotient space (topology); Differential form; Homomorphism; Line bundle; Equivalence class; Vector space; Topological space; Presheaf (category theory); Holomorphic vector bundle; Submanifold; Sheaf of modules; Differential geometry; Holomorphic function; Fiber bundle; Coefficient; Dimension (vector space); Inner automorphism; Projective line; Ring (mathematics); Topological vector space; Linear space (geometry); Representation theorem; Algebraic geometry; Classification theorem; Tensor product of modules; Complex dimension; Group (mathematics); Tensor product; Tangent space; Automorphism; Endomorphism; Cartesian product; Topology; Jacobian matrix and determinant; Commutative diagram; Characteristic polynomial; Complex Lie group; Interval (mathematics); Algebraic variety; Commutative property; Topological sorting; Several complex variables; Banach space; Special case; Chern class; Fundamental group; Subset; Identity matrix; Exterior derivative; Linear map; Topological group; Homeomorphism; General linear group; Serre duality; Complex plane; Differential operator; Dual space
Kundenbewertungen
Submanifold, Dimension (vector space), Differential form, Serre duality, Tensor product, Compact Riemann surface, Differential operator, Inner automorphism, Dual space, Complex dimension, Complex plane, Ring (mathematics), Endomorphism, Several complex variables, Fiber bundle, Sheaf (mathematics), Topological sorting, Characteristic polynomial, Jacobian matrix and determinant, Theorem, Equivalence class, Holomorphic vector bundle, Presheaf (category theory), Cohomology, Complex Lie group, Holomorphic function, Topology, Identity matrix, Riemann surface, Tensor product of modules, Cartesian product, Vector bundle, Special case, Vector space, Commutative property, Projective line, Exterior derivative, Algebraic variety, Automorphism, Differential geometry, Classification theorem, Exact sequence, Homeomorphism, Riemann mapping theorem, Homomorphism, Quotient space (topology), Algebraic geometry, Linear map, Chern class, Topological space, Sheaf of modules, Diagram (category theory), Group (mathematics), Interval (mathematics), Complex vector bundle, Linear space (geometry), Complex manifold, General linear group, Topological group, Subset, Complex analysis, Banach space, Line bundle, Neighbourhood (mathematics), Commutative diagram, Representation theorem, Fundamental group, Tangent space, Topological vector space, Coefficient