Partial differential equations of mathematical physics [by] S.L. Sobolev. Translated from the 3d Russion edition by E.R. Dawson. English translation edited by T.A.A. Broadbent.

Location  Call Number  Status  Consortium Loan 

George Washington  
Gelman stacks

QA 401 .S613 1964  Available  Request 
American  
WRLC Shared Collections Facility

QA401 .S613 1964 
Offsite

Request 
George Mason  
Fenwick stacks

QA401.S58 P3  Available  Request 
Georgetown  
Lauinger stacks

QA401 .S584 1964  Available  Request 
Howard  
Founders Library stacks

QA401 .S613 1964  Available  Request 
Standard Title 
Uravnenii︠a︡ matematicheskoĭ fiziki. English

Subjects 
Differential equations, Partial.
Fisica Matematica. Mathematical physics. Mathematische Physik. Mathematische fysica. Partielle Differentialgleichung. Partiële differentiaalvergelijkingen. 
Series 
Adiwes international series in mathematics.

Description 
x, 427 pages illustrations 24 cm.

Copyright Date 
1964.

Notes 
Translation of Uravnenii︠a︡ matematicheskoĭ fiziki.

Contents 
Derivation of the fundamental equations  The formulation of problems of mathematical physics. Hadamard's example  The classification of linear equations of the second order  The equation for a vibrating string and its solution by D'Alembert's method  Riemann's method  Multiple integrals: Lebesgue integration  Integrals dependent on a parameter  The equation of heat conduction  Laplace's equation and Poisson's equation  Some general consequences of Green's formula  Poisson's equation in an unbounded medium: Newtonian potential  The solution of the Dirichlet problem for a halfspace  The wave equation and the retarded potential  Properties of the potentials of single and double layers  Reduction of the Dirichlet problem and the Neumann problem to integral equations  Laplace's equation and Poisson's equation in a plane  The theory of integral equations  Application of the theory of Fredholm equations to the solution of the Dirichlet and Neumann problems  Green's function  Green's function for the Laplace operator  Correctness of formulation of the boundaryvalue problems of mathematical physics  Fourier's method  Integral equations with real, symmetric kernels  The bilinear formula and the HilbertSchmidt theorem  The inhomogeneous integral equation with a symmetric kernel  Vibrations of a rectangular parallelepiped  Laplace's equation in curvilinear coordinates. Examples of the use of Fourier's method  Harmonic polynomials and spherical functions  Some elementary properties of Spherical functions.

Network Numbers 
(OCoLC)529386
(OCoLC)ocm00529386 
WorldCat  Search OCLC WorldCat 
WorldCat Identities  Sobolev, S. L. 19081989.
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