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Original Articles

Restrictive Padé Approximation for the Solution of the SchröDinger Equation

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Pages 603-613 | Published online: 15 Sep 2010

  • Evans , D. J. and Roomi , A. S. 1990 . “A note on die numerical solution of die Schödinger equation” . Intern. J. Computer Math , 35 : 169 – 174 .
  • Heizbeig , G. 1950 . Spectral of Diatomic Molecules , Toronto : Van Nostrand .
  • Elbarbary , E. M. E. 2001 . Accelerating Technique for Implicit Finite Difference Schemes for Two Dimensional Parabolic Partial Differential Equations . Intern. J. Computer Math , 77 : 135 – 145 .
  • Ismail , H. N. A. and Elbarbary , E. M. E. 1998 . “Restrictive Padé approximation and parabolic partial differential equations” . Intern. J. Computer Math. , 66 : 343 – 351 .
  • Ismail , H. N. A. and Elbarbary , E. M. E. 1999 . “Highly accurate method for die convectiondiffusion equation” . Intern. J. Computer Math. , 72 : 271 – 280 .
  • Ismail , H. N. A. , Elbarbary , E. M. E. and Younes , A. Y. H. 2001 . “Highly accurate method for solving initial boundary value problem for first order hyperbolic differential equations” . Intern. J. Computer Math. , 77 : 251 – 261 .
  • Landau , L. D. and Lifshitz , F. M. 1965 . Quantum Mechanics , New York : Fergamon .
  • Mitchell , A. R. 1969 . Computational Methods in Partial Differential Equations , London : John Wiley and Sons Ltd. .

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