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com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=24742]], camposKey:0045-7930 2011-01-01 Domain decomposition operator splitting for mimetic finite difference discretizations of non-stationary problems398403, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=23322]], camposKey:0377-0427 2010-01-01 Contractivity of domain decomposition splitting methods for nonlinear parabolic problems10781087, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=23362]], camposKey:0168-9274 2010-01-01 Convergence of fractional step mimetic finite difference discretizations for semilinear parabolic problems473485, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=23324]], camposKey:0377-0427 2010-01-01 Locally linearized fractional step methods for nonlinear parabolic problems11171128, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=21743]], camposKey:0168-9274 2009-03-01 A combined mixed finite element ADI scheme for solving Richards' equation with mixed derivatives on irregular grids454467, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=21587]], camposKey:0377-0427 2008-09-01 A new class of second order linearly implicit fractional step method603615, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=21586]], camposKey:0271-2091 2008-01-01 Parallel non-iterative methods for evolutionary semilinear flow problems11311138, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=20839]], camposKey:0272-4979 2007-10-01 Order conditions for linearly implicit Fractional Step Runge-Kutta methods781797, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=20947]], camposKey:0029-599X 2007-07-01 A high order uniformly convergent alternating direction scheme for time dependent reaction-diffusion singularly perturbed problems125, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17834]], camposKey:0168-9274 2006-06-01 Stability results for linearly implicit Fractional Step discretizations of non-linear time dependent parabolic problems10611076, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17836]], camposKey:0377-0427 2006-01-01 A generalization of Peaceman-Rachford Fractional Step Method676688, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=20864]], camposKey:0272-4979 2006-01-01 A uniformly convergent alternating direction HODIE finite difference scheme for 2D time-dependent convection-diffusion problems155172, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17835]], camposKey:0272-4979 2006-01-01 An alternating direction scheme on a nonuniform mesh for reaction-diffusion parabolic problems.155172, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=20860]], camposKey:SIN-issn-27 2006-01-01 New efficient time integrators for nonlinear parabolic problems407419, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17845]], camposKey:1392-6292 2005-01-01 An alternating-direction finite difference method for three-dimensional flow in unsaturated porous media5764, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17846]], camposKey:1392-6292 2005-01-01 Efficient Domain Decomposition Methods and Shishkin-Type Meshes for Singularly Perturbed Parabolic Problems on Polygons.243250, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17838]], camposKey:0749-159X 2005-01-01 High-order numerical methods for one-dimensional parabolic singularly perturbed problems with regular layers148169, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17837]], camposKey:0271-2091 2005-01-01 Special meshes and domain decomposition methods for evolutionary convection-diffusion-reaction problems12371243, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17839]], camposKey:1109-2777 2004-10-01 Some Applications of fractional step Runge-Kutta methods27702775, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17842]], camposKey:0168-9274 2004-01-01 Avoiding order reduction of Fractional Step Runge-Kutta discretizations for linear time dependent coefficient parabolic problems.409424, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17843]], camposKey:0377-0427 2004-01-01 Efficient linearly implicit methods for nonlinear multidimensional parabolic problems .159174, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17841]], camposKey:0377-0427 2004-01-01 Numerical methods for evolutionary reaction-diffusion problems with nonlinear reaction terms.167180, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17220]], camposKey:1806-5465 2004-01-01 Spectral-fractional step Runge-Kutta discretizations for initial boundary value problems with time dependent boundary conditions11, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17221]], camposKey:0377-0427 2003-01-01 A Uniformly convergent scheme on a nonuniform mesh for convection-diffusion parabolic problems415429, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=17222]], camposKey:0168-9274 2003-01-01 Fractional step Runge Kutta methods for time dependent coefficient parabolic problems99122, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=43890]], camposKey:1472-7978 2003-01-01 High order uniformly convergent fractional step Runge-Kutta methods and HODIE finite difference schemes for 2D evolutionary convection-diffusion problems403413, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=16048]], camposKey:0377-0427 2002-01-01 Additive Runge-Kutta methods ofr the resolution of linear parabolic problems99117, com.sigma.fs3.argos.domain.gpc.GpcArticlesRev[id=com.sigma.fs3.argos.domain.gpc.GpcArticlesRevPK[ifcactivitat=ARE, ifccomptador=15479]], camposKey:0168-9274 2001-01-01 Stability results for fractional step discretizations of time dependent coefficient evolutionary problems6986][CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=6881]},camposKey: 267 274 Linearly implicit domain decomposition methods for nonlinear time-dependent reaction-diffusion equations 978-3-642-02676-8Domain Decomposition Methods in Science and Engineering XVIII 1 2009-01-01 Springer-Verlag, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=8405]},camposKey: 383 387 Numerical solution of transient flow problems in soils: the nonlinear conductivity model 0-415-44056-4Numerical Modelling of Hydrodynamics for Water Resources. Proceedings of the Conference on Numerical Modelling of Hydrodynamic Systems (Zaragoza, Spain, 18-21 June 2007) 1 2008-01-01 Taylor & Francis, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=5864]},camposKey: 987 995 A third order linearly implicit Fractional Step Method for semilinear parabolic problems 3-540-34287-7Numerical Mathematics and Advanced Applications (Enumath 2005) 1 2006-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=5015]},camposKey: 505 520 Estudio de la convergencia uniforme de esquemas de pasos fraccionarios para problemas parabólicos formulados en forma variacional 84-95301-56-3Margarita mathemática en honor de José Javier (Chicho) Guadalupe Hernández 1 2002-01-01 Universidad de La Rioja, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=15027]},camposKey: 833 840 Numerical methods for evolutionary convection-diffusion problems with nonlinear reaction terms 3-540-43792-4Parallel Processing and Applied Mathematics: 4th International Conference, PPAM 2001: revised papers 1 2002-01-01 Springer][com.sigma.fs3.argos.domain.gpc.ColabRevistes[id=com.sigma.fs3.argos.domain.gpc.GpcColabRevistesPK[ifcactivitat=COL, ifccomptador=4836]], com.sigma.fs3.argos.domain.gpc.ColabRevistes[id=com.sigma.fs3.argos.domain.gpc.GpcColabRevistesPK[ifcactivitat=COL, ifccomptador=4840]], com.sigma.fs3.argos.domain.gpc.ColabRevistes[id=com.sigma.fs3.argos.domain.gpc.GpcColabRevistesPK[ifcactivitat=COL, ifccomptador=4839]], com.sigma.fs3.argos.domain.gpc.ColabRevistes[id=com.sigma.fs3.argos.domain.gpc.GpcColabRevistesPK[ifcactivitat=COL, ifccomptador=4841]], com.sigma.fs3.argos.domain.gpc.ColabRevistes[id=com.sigma.fs3.argos.domain.gpc.GpcColabRevistesPK[ifcactivitat=COL, ifccomptador=3867]], com.sigma.fs3.argos.domain.gpc.ColabRevistes[id=com.sigma.fs3.argos.domain.gpc.GpcColabRevistesPK[ifcactivitat=COL, 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dependent convection-diffusion problems 3-319-67201-0Boundary and Interior Layers, Computational and Asymptotic Methods, BAIL 2016 1 2017-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=15066]},camposKey: 75 85 Spatial semidiscretizations and time integration of 2D parabolic singularly perturbed problems 3-319-25725-0Boundary and Interior Layers, Computational and Asymptotic Methods, BAIL 2014 1 2016-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=12782]},camposKey: 183 183 Métodos miméticos de descomposición de dominios para problemas de reacción-difusión ISBN-2278XXII Congreso de Ecuaciones Diferenciales y Aplicaciones - XII Congreso de Matemática Aplicada (CEDYA-CMA 2011) 1 2011-09-30 Universitat de les Illes Balears, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=7553]},camposKey: 229 236 Efficient second-order discretizations for semilinear parabolic problems 84-15031-53-XTenth International Conference Zaragoza-Pau on Applied Mathematics and Statistics 1 2010-01-01 Prensas Universitarias de Zaragoza, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=14006]},camposKey: 30 33 Convergence of fractional step mimetic finite difference discretisations for semilinear parabolic problems ISBN-3504Conference in Numerical Analysis ¿NumAn 2008¿ ¿ Recent Approaches to Numerical Analysis: Theory, Methods and Applications 1 2008-08-31 University of Patras, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=15058]},camposKey: 371 380 Parallel solution of nonlinear parabolic problems on logically rectangular grids 3-540-68105-1Parallel Processing and Applied Mathematics: 7th International Conference, PPAM 2007: selected papers 1 2008-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=12670]},camposKey: 1 8 Métodos conservativos de direcciones alternadas para problemas parabólicos semilineales sobre mallados rectangulares ISBN-2166XX Congreso De Ecuaciones Diferenciales Y Aplicaciones Y X Congreso De La Sociedad Española De Matemática Aplicada 1 2007-09-30 Universidad de Sevilla, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=12669]},camposKey: 1 8 Resolución numérica de problemas evolutivos semilineales sobre dominios irregulares mediante métodos miméticos paralelizables ISBN-2165XX Congreso De Ecuaciones Diferenciales y Aplicaciones y X Congreso De La Sociedad Española De Matemática Aplicada 1 2007-09-30 Universidad de Sevilla, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=15051]},camposKey: 731 738 Embedded pairs of fractional step Runge-Kutta methods and improved domain decomposition techniques for parabolic problems 3-540-34468-3Domain Decomposition Methods in Science and Engineering XVI 1 2007-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=10950]},camposKey: 1 8 Mallados especiales y técnicas de descomposición de dominio mejoradas para problemas parabólicos bidimensionales singularmente perturbados. 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Carlos III, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=10947]},camposKey: 1 8 Métodos linealmente implícitos de orden alto para problemas parabólicos semilineales ISBN-0443XIXCEDYA/IXCMA 1 2006-05-31 Universidad Carlos III, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=10948]},camposKey: 1 8 Métodos numéricos eficientes para la simulación de flujos tridimensionales en medios porosos de saturación variable ISBN-0444XIXCEDYA/IXCMA 1 2006-05-31 Universidad Carlos III, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=13762]},camposKey: 1 8 A third order linearly implicit fractional step method for semilinear time dependent parabolic problems ISBN-3260VI European conference on numerical mathematics ENUMATH 2005 1 2006-01-31 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=11830]},camposKey: 1 8 Métodos de Pasos Fraccionarios y descomposición de dominios para problemas parabólicos. ISBN-1326XVIII CEDYA / VIII CMA 1 2005-09-30 URV y SEMA, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=5404]},camposKey: 365 370 Un método de pasos fraccionarios para la simulación numérica de flujos en la zona no saturada del suelo 84-9749-171-8Estudios en la Zona No Saturada del Suelo 1 2005-01-01 Samper, J.; Paz, A. (Editores), CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=15030]},camposKey: 1034 1041 A combined fractional step domain decomposition method for the numerical integration of parabolic problems 3-540-21946-3Parallel processing and applied mathematics: 5th international conference, PPAM 2003: revised papers 1 2004-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=11829]},camposKey: 1 8 Método de pasos fraccionarios sin reducción de orden para problemas parabólicos con coeficientes y condiciones de contorno dependientes del tiempo 84-930923-2-0XVIII CEDYA Congreso de Ecuaciones Diferenciales y Aplicaciones, VIII CMA Congreso de Matemática Aplicada 1 2003-01-01 Universitat de Rovira i Virgili, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=15026]},camposKey: 133 143 Fractional step runge-kutta methods for the resolution of two-dimensional time-dependent coefficient convection-diffusion problems 3-540-41814-8Numerical Analysis and its Applications: Second International Conference, NAA 2000: revised papers 1 2001-01-01 Springer, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=10830]},camposKey: 599 600 Métodos numéricos eficientes para problemas evolutivos de difusión-reacción con términos de reacción no lineales 84-699-6144-6XVII CEDYA Congreso de Ecuaciones Diferenciales y Aplicaciones, VII CMA Congreso de Matemática Aplicada 1 2001-01-01 Universidad de Salamanca, CapitolsLlib{id=com.sigma.fs3.argos.domain.gpc.GpcCapitolsLlibPK[ifcactivitat=CAP, ifccomptador=10839]},camposKey: 433 434 The role of the error function in some simple singular perturbation problems 84-699-6144-6XVII CEDYA Congreso de Ecuaciones Diferenciales y Aplicaciones, VII CMA Congreso de Matemática Aplicada 1 2001-01-01 Universidad de Salamanca]