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 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
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Language English ● Format PDF ● Pages 246 ● ISBN 9780691218212 ● File size 7.8 MB ● Publisher Princeton University Press ● City Princeton ● Country US ● Published 2020 ● Downloadable 24 months ● Currency EUR ● ID 7531823 ● Copy protection Adobe DRM
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