Approximation of tricomi problem with Neumann boundary condition

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Published inNumerische Mathematik Vol. 44; no. 3; pp. 371 - 391
Main Authors Vanninathan, M., Gowda, G. D. Veerappa
Format Journal Article
LanguageEnglish
Published Heidelberg Springer 01.10.1984
Berlin
New York, NY
Subjects
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ISSN0029-599X
0945-3245
DOI10.1007/BF01405569

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Author Vanninathan, M.
Gowda, G. D. Veerappa
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10.1307/mmj/1028990169
10.1007/BF02165003
10.1002/cpa.3160110305
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Issue 3
Keywords Finite element method
Neumann problem
Elliptic equation
Boundary value problem
Partial differential equation
Language English
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References A.V. Bitsadze (CR3) 1964
A.G. Deacon (CR5) 1979; 16
J.A. Trangenstein (CR13) 1977; 14
J.L. Lions (CR7) 1969; XIII
S. Uspenskii (CR14) 1966; 7
P.G. Ciarlet (CR4) 1978
J.L. Lions (CR8) 1969
J.L. Lions (CR9) 1972
L. Bers (CR2) 1958
I. Babuska (CR1) 1971; 16
C. Morawetz (CR10) 1958; 11
T. Kato (CR6) 1966
C. Morawetz (CR11) 1957; 4
V. Pashkoviskii (CR12) 1968; 4
References_xml – volume-title: Equations of the Mixed Type
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– volume-title: The Finite Element Method for Elliptic Problems
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– volume-title: Non-homogeneous boundary value problems and Applications
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StartPage 371
SubjectTerms Exact sciences and technology
Mathematics
Numerical analysis
Numerical analysis. Scientific computation
Partial differential equations, boundary value problems
Sciences and techniques of general use
Title Approximation of tricomi problem with Neumann boundary condition
Volume 44
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