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Global Analysis
Papers in Honor of K. Kodaira (PMS-29)
Volume 56 in the series
Princeton Mathematical Series
In the series
Princeton Legacy Library
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1970
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 424
- Keywords: Theorem; Existential quantification; Vector bundle; Diagram (category theory); Automorphism; Cohomology; Sheaf (mathematics); Exact sequence; Polynomial; Differential form; Fiber bundle; Homomorphism; Submanifold; Morphism; Lie algebra; Kodaira vanishing theorem; Natural number; Norm (mathematics); Orthonormal basis; Linear map; Functor; Hensel's lemma; Self-adjoint operator; Subgroup; Complete intersection; Dedekind domain; Principal bundle; Holomorphic function; Sobolev space; Generic point; Elliptic operator; Partition of unity; Hyperplane; Algebraic space; Divisor; Degenerate bilinear form; Canonical basis; Epimorphism; Canonical bundle; Normal extension; Bilinear form; Subspace theorem; Subset; Grassmannian; Complex manifold; Heine–Borel theorem; Normal subgroup; Riemannian manifold; Convex cone; Tangent space; Discrete valuation ring; Stokes' theorem; Meromorphic function; Algebra homomorphism; Homogeneous coordinates; Special case; Projective line; Diffeomorphism; Covering space; Universal bundle; Coefficient; Discrete group; Closed immersion; Betti number; Symmetric tensor; Residue field; Open set; Codimension; Principal homogeneous space; Linear independence; Rational singularity; Projection (mathematics); Zariski topology; Flat morphism; Summation; Symplectic vector space; Ring homomorphism; Line bundle; Kodaira embedding theorem; Metric space; Associated graded ring; Invertible sheaf; Endomorphism; Complex torus; Surjective function; Upper and lower bounds; Extremal length; Cokernel; Harmonic function; Wirtinger inequality (2-forms); Frame bundle; Vector field; Equation; Local ring; Mathematical induction; Elliptic surface; Quadric; Orientability; Deformation theory; Enriques surface
eBook
- Published: March 8, 2015
- ISBN: 9781400871230
