Publication Cover
Applicable Analysis
An International Journal
Volume 76, 2000 - Issue 3-4
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Original Articles

A civ boundary value problem for the wave equation

Pages 261-271 | Published online: 10 May 2007

References

  • Butkov , E. 1968 . “ Mathematical physics ” . Addison Wesley . Reading Massachusetts
  • Iraniparast , N. 1994 . Boundary value problems for a two Dimensional Wave Equation . Comput. Math. Appl , 55 : 349 – 356 .
  • Kalmenov , T. 1983 . on the spectrum of a selfadjoint problem for the wave equation . Akad. Nauk. Kazath. SSR, Vestnik , 1 : 63 – 66 .
  • Kreith , K. 1991 . Establishing Hyperbolic Green's function via Leibniz'rule . SIAM Review , 33 : 101 – 105 .
  • Kreith , K. 1991 . A selfadjiont problem for the Wave Equation in Higher Dimensions . Comput. Math. Appl , 21 : 129 – 132 .
  • Kreith , K. 1988 . Symmetric Green Function for a Class of CIV Boundary Value Problems . Canadian Math. Bull , 31 : 272 – 279 .
  • Riesz , F. and Nagy , B Sz . 1971 . Functional analysis , Vol. 1 , New York : Frederick Ungar .

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