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dc.contributor.authorDas S.-
dc.contributor.authorPandey, Dwijendra N.-
dc.contributor.authorSukavanam, Nagarajan-
dc.contributor.editorSrivastava H.M.-
dc.contributor.editorAgrawal P.N.-
dc.contributor.editorSingh U.-
dc.contributor.editorMohapatra R.N.-
dc.identifier.citationSpringer Proceedings in Mathematics and Statistics, (2015), 51- 62-
dc.description.abstractThe existence, uniqueness, and convergence of approximate solutions of a stochastic differential equation with deviated argument is studied using analytic semigroup theory and fixed point method. Then we consider Faedo-Galerkin approximation of solution and prove some convergence results. We also study an example to illustrate our result. © Springer India 2015.-
dc.publisherSpringer New York LLC-
dc.relation.ispartofSpringer Proceedings in Mathematics and Statistics-
dc.subjectAnalytic semigroup-
dc.subjectDeviated argument-
dc.subjectStochastic Fractional differential equation-
dc.subjectDifferential equations-
dc.subjectAnalytic semigroup-
dc.subjectAnalytic semigroup theories-
dc.subjectConvergence of approximate solutions-
dc.subjectDeviated argument-
dc.subjectFaedo-Galerkin approximation-
dc.subjectFixed point methods-
dc.subjectFractional differential equations-
dc.subjectStochastic differential equations-
dc.subjectStochastic systems-
dc.titleApproximation of solutions of a stochastic differential equation-
dc.typeConference Paper-
dc.affiliationDas, S., Department of Mathematics, IIT Roorkee, Roorkee, India-
dc.affiliationPandey, D.N., Department of Mathematics, IIT Roorkee, Roorkee, India-
dc.affiliationSukavanam, N., Department of Mathematics, IIT Roorkee, Roorkee, India-
dc.description.correspondingauthorDas, S.; Department of Mathematics, IIT RoorkeeIndia; email:
dc.identifier.conferencedetailsInternational Conference on Recent Trends in Mathematical Analysis and its Applications, ICRTMAA-2014, 21-23 December 2014-
Appears in Collections:Conference Publications [MA]

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