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Problems in Analysis
A Symposium in Honor of Salomon Bochner (PMS-31)
- Edited by:
Volume 53 in the series
Princeton Mathematical Series
In the series
Princeton Legacy Library
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1971
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 364
- Keywords: Theorem; Lie algebra; Integral equation; Support (mathematics); Riemann surface; Automorphism; Polynomial; Norm (mathematics); Linear map; Analytic function; Banach space; Equation; Special case; Existential quantification; Power series; Functional analysis; Spectral theory; Subset; Convolution; Holomorphic function; Normal subgroup; Self-adjoint; Absolute continuity; Semigroup; Pseudogroup; Subgroup; Dimension (vector space); Natural number; Complex plane; Vector field; Eigenfunction; Bounded operator; Hyperbolic partial differential equation; Bessel function; Covariance operator; Symplectic manifold; Lie group; Sesquilinear form; Self-adjoint operator; Complex analysis; Sign (mathematics); Submanifold; Zorn's lemma; Commutative property; Fubini's theorem; Eigenvalues and eigenvectors; Meromorphic function; Partition of unity; Cauchy's integral formula; Continuous function; Riemannian manifold; Weierstrass theorem; Uniform convergence; Dominated convergence theorem; Complex number; Banach algebra; Asymptotic expansion; Stokes' theorem; Differential form; Continuous function (set theory); Pointwise; Function space; Cohomology; Volterra's function; Cauchy's integral theorem; Analytic continuation; First variation; Hermitian symmetric space; Hermite polynomials; Monotonic function; Fréchet derivative; Green's function; Compact operator; Unitary operator; Schrödinger equation; Singular perturbation; Symplectic geometry; Big O notation; Unitary representation; Characterization (mathematics); Formal power series; Infinite product; Null set; Vector bundle; Fundamental group; Differentiable manifold; Coset; Infimum and supremum; Haar measure; Branch point; Discrete group; Compact space; Lebesgue measure; Upper and lower bounds; Differentiable function; Equivalence class; Markov chain; Even and odd functions; Metric space; Semisimple algebra
eBook
- Published: March 8, 2015
- ISBN: 9781400869312
