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samouille6666 documents
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2012 Erlangga, Turkel - Iterative Schemes for High Order Compact Discretizations
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Compact 2D and 3D Sixth Order Schemes for the Helmholtz Equation, Eli Turkel Et Al - 2013
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Accurate Finite Difference Methods for Time-Harmonic Wave Propagation (Isaac Harari; Eli Turkel, 1995)
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Journal of Computational Acoustics Volume 14 Issue 03 2006 Singer, i.; Turkel, e. -- Sixth-Order Accurate Finite Difference Schemes for the Helmholtz Equation
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Calculation of the Solution of Two-Dimensional Helmholtz Equation (Hegedus G., Kuczmann M., 2010)
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Spectral Analysis of the Discrete Helmholtz Operator Preconditione - Gijzen Et Al - 2007
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SIAM Journal on Scientific Computing Volume 23 Issue 2 2001 Day, David; Heroux, Michael a. -- Solving Complex-Valued Linear Systems via Equivalent Real Formulations
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Journal of Computational Physics Volume 49 Issue 3 1983 Alvin Bayliss; Charles I Goldstein; Eli Turkel -- An Iterative Method for the Helmholtz Equation
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Linear Model Dissipation Q Almost Frequency Independent
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A Dispersion Minimizing Finite Difference Scheme and Precond - Chen Et Al - 2012
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Archives of Computational Methods in Engineering Volume 15 Issue 1 2008 Yogi a. Erlangga -- Advances in Iterative Methods and Preconditioners for the Helmholtz Equati
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[Go Baduk Igo Weiqi] Arthur Smith_The Game of GO
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