|1||W. Lassota, M. Michta, |
On properties of set-valued integrals driven by martingales and set-valued stochastic equations,
Discussiones Mathematicae. Differential Inclusions, Control and Optimization 38 1-2(2018), 87-111.
|2||M. Kisielewicz, M. Michta, |
Integrably bounded set-valued stochastic integrals,
Journal of Mathematical Analysis and Applications 449 2(2017), 1892-1910.
|3||M. Michta, |
On connections between stochastic differential inclusions and set-valued stochastic differential equations driven by semimartingales,
Journal of Differential Equations 262 (2017), 2106-2134.
|4||M. Kisielewicz, M. Michta, |
Properties of set-valued stochastic differential equations,
|5||M. Kozaryn, M. Michta, K.Ł. Świątek, |
STOCHASTIC INCLUSIONS DRIVEN BY TWO-PARAMETER MARTINGALES,
Dynamic Systems and Applications 25 (2016), 123-152.
|6||M. Michta, |
Fuzzy Stochastic Differential Equations Driven by Semimartingales-Different Approaches,
Mathematical Problems in Engineering Article ID 794607 (2015), 1-9.
|7||M. Michta, |
Remarks on unboundedness of set-valued Itô stochastic integrals,
Journal of Mathematical Analysis and Applications 424 1(2015), 651-663.
|8||M. Michta, K.Ł. Świątek, |
Two-parameter fuzzy-valued stochastic integrals and equations,
Stochastic Analysis and Applications 33 6(2015), 1115-1148.
|9||M. Michta, K.Ł. Świątek, |
Set-valued stochastic integrals and equations with respect to two-parameter martingales,
Stochastic Analysis and Applications 33 1(2015), 40-66.
|10||M.T. Malinowski, M. Michta, |
The interrelation between stochastic differential inclusions and set-valued stochastic differential equations,
Journal of Mathematical Analysis and Applications 408 (2013), 733-743.
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