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Green's functions / G.F. Roach.


2nd ed.. Cambridge [Cambridgeshire] ; New York : Cambridge University Press, 1982.
ISBN 0521238900, 0521282888

Location Call Number Status Consortium Loan
George Washington
Gelman stacks
QA 379 .R6 1982 (show me on map) Available Request
American
LIB stacks
QA379 .R6 1982 Available Request
Catholic
WRLC Shared Collections Facility
QA379 .R6 1982 Off-site
Request
Gallaudet
UNIV General stacks
515.39 R63g, 1982 Available Request
Georgetown
Lauinger stacks
QA379 .R6 1981 Available Request
Subjects Boundary value problems.
Funcoes (Matematica)
Green's functions.
Green, Fonctions de.
Green-Funktion.
Problè€mes aux limites.
Description xiii, 325 pages ; 24 cm
Copyright Date 1982.
Notes Includes bibliographical references (pages 319-321) and index.
Contents The Concept of a Green's Function -- Vector Spaces and Linear Transformations -- Vector Spaces -- Linearly Independent Vectors -- Orthonormal Vectors -- Linear Transformations -- Systems of Finite Dimension -- Matrices and Linear Transformations -- Change of Basis -- Eigenvalues and Eigenvectors -- Symmetric Operators -- Bounded Operators -- Positive Definite Operators -- Continuous Functions -- Limiting Processes -- Continuous Functions -- Integral Operators -- The Kernel of an Integral Operator -- Symmetric Integral Transformations -- Separable Kernels -- Eigenvalues of a Symmetric Integral Operator -- Expansion Theorems for Integral Transformations -- Generalized Fourier Series and Complete Vector Spaces -- Generalized Fourier Series -- Approximation Theorem -- Complete Vector Spaces -- Differential Operators -- Inverse Operators and the [delta]-function -- The Domain of a Linear Differential Operator -- Adjoint Differential Operators -- Self-Adjoint Second-Order Differential Operators -- Non-Homogeneous Problems and Symbolic Operators -- Green's Functions and Second-Order Differential Operators -- The Problem of Eigenfunctions -- Green's Functions and the Adjoint Operator -- Spectral Representation and Green's Functions -- Integral Equations -- Classification of Integral Equations -- Method of Successive Approximations -- The Fredholm Alternative -- Symmetric Integral Equations -- Equivalence of Integral and Differential Equations -- Green's Functions in Higher-Dimensional Spaces.
Network Numbers (OCoLC)7577996
(OCoLC)ocm07577996
WorldCat Search OCLC WorldCat
WorldCat Identities Roach, G. F.
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