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Results:
1-9
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Results: 9
Authors:
VASILYEV OV
PODLADCHIKOV YY
YUEN DA
Citation: Ov. Vasilyev et al., MODELING OF COMPACTION DRIVEN FLOW IN PORO-VISCOELASTIC MEDIUM USING ADAPTIVE WAVELET COLLOCATION METHOD, Geophysical research letters, 25(17), 1998, pp. 3239-3242
Authors:
VASILYEV OV
LUND TS
MOIN P
Citation: Ov. Vasilyev et al., A GENERAL-CLASS OF COMMUTATIVE FILTERS FOR LES IN COMPLEX GEOMETRIES, Journal of computational physics (Print), 146(1), 1998, pp. 82-104
Authors:
MORINISHI Y
LUND TS
VASILYEV OV
MOIN P
Citation: Y. Morinishi et al., FULLY CONSERVATIVE HIGHER-ORDER FINITE-DIFFERENCE SCHEMES FOR INCOMPRESSIBLE-FLOW, Journal of computational physics, 143(1), 1998, pp. 90-124
Authors:
VASILYEV OV
YUEN DA
PAOLUCCI S
Citation: Ov. Vasilyev et al., SOLVING PDES USING WAVELETS, Computers in physics, 11(5), 1997, pp. 429-435
Authors:
VASILYEV OV
YUEN DA
PODLADCHIKOV YY
Citation: Ov. Vasilyev et al., APPLICABILITY OF WAVELET ALGORITHM FOR GEOPHYSICAL VISCOELASTIC FLOW, Geophysical research letters, 24(23), 1997, pp. 3097-3100
Authors:
VASILYEV OV
PAOLUCCI S
Citation: Ov. Vasilyev et S. Paolucci, A FAST ADAPTIVE WAVELET COLLOCATION ALGORITHM FOR MULTIDIMENSIONAL PDES, Journal of computational physics, 138(1), 1997, pp. 16-56
Authors:
VASILYEV OV
PAOLUCCI S
Citation: Ov. Vasilyev et S. Paolucci, A DYNAMICALLY ADAPTIVE MULTILEVEL WAVELET COLLOCATION METHOD FOR SOLVING PARTIAL-DIFFERENTIAL EQUATIONS IN A FINITE DOMAIN, Journal of computational physics, 125(2), 1996, pp. 498-512
Authors:
VASILYEV OV
PAOLUCCI S
SEN M
Citation: Ov. Vasilyev et al., A MULTILEVEL WAVELET COLLOCATION METHOD FOR SOLVING PARTIAL-DIFFERENTIAL EQUATIONS IN A FINITE DOMAIN, Journal of computational physics, 120(1), 1995, pp. 33-47
Authors:
VASILYEV OV
PAOLUCCI S
Citation: Ov. Vasilyev et S. Paolucci, STABILITY OF UNSTABLY STRATIFIED SHEAR-FLOW IN A CHANNEL UNDER NON-BOUSSINESQ CONDITIONS, Acta mechanica, 112(1-4), 1995, pp. 37-58
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