Applicable Analysis · 2020 · 32 citations · 17 references
EngineeringMathematicsDifferential EquationsStochastic ModelingStochastic ProcessesBrownian MotionContinuous-time Stochastic ProcessesControl TheoryStochastic CalculusStochastic ControlStochastic Differential EquationsControllabilityControllability AnalysisFractional Brownian MotionFractional Differential EquationsStochastic Differential Systems
By using fractional calculus, stochastic analysis theory and fixed point theorems, sufficient conditions for approximate controllability of nonlocal Sobolev-type neutral fractional stochastic differential equations with fractional Brownian motion and Clarke subdifferential are established. Finally, an example is given to illustrate the obtained results.
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On controllability of linear stochastic systems
Nazım I. Mahmudov, A. Denker · International Journal of Control · 2000 · 263 citations