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dc.contributor.authorКасьянов, Павло Олегович-
dc.contributor.authorКапустян, Олексій Володимирович-
dc.contributor.authorValero, J.-
dc.contributor.authorAmigó, J. M.-
dc.contributor.authorGiménez, A.-
dc.contributor.authorKapustyan, O. V.-
dc.contributor.authorKasyanov, P. O.-
dc.identifier.citationConvergence of equilibria for numerical approximations of a suspension model / J. Valero, A. Giménez, O. V. Kapustyan, P. O. Kasyanov, J. M. Amigó // Computers and Mathematics with Applications. – 2016. – DOI: 10.1016/j.camwa.2016.05.034uk
dc.titleConvergence of equilibria for numerical approximations of a suspension modeluk
dc.source.nameComputers and Mathematics with Applicationsuk
dc.description.abstractenIn this paper we study the numerical approximations of a non-Newtonian model for concentratedsuspensions. First,weprovethattheapproximativemodelspossessauniquefixedpointandstudy theirconvergencetoastationarypointoftheoriginalequation. Second, we implement an implicit Euler scheme, proving the convergence of these approximationsaswell. Finally,
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