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Fractional Nonlocal sentence examples within fractional nonlocal stochastic

fractional nonlocal stochastic 10.11648/J.AJAM.20210902.13

The main results are completly based on the results that the existence and approximate controllability of the fractional stochastic system of order 1<q≤2 and are derived by using stochastic analysis theory, fixed point technique, q-order cosine family {Ca(t)}t≥0, new set of novel sufficient conditions and methods adopted directly from deterministic fractional equations for the second order nonlinear impulsive fractional nonlocal stochastic differential systems with state-dependent delay and Poisson jumps in Hildert space H.

fractional nonlocal stochastic 10.1515/fca-2019-0057

The approximate controllability of this nonlinear Riemann-Liouville fractional nonlocal stochastic systems of order 1 < α < 2 is concerned under the assumption that the associated linear system is approximately controllable.

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Fractional Nonlocal sentence examples within fractional nonlocal thermistor

fractional nonlocal thermistor 10.1186/s13662-021-03319-7

We study a conformable fractional nonlocal thermistor problem on time scales.

fractional nonlocal thermistor 10.1016/j.camwa.2019.03.043

We study an optimal control problem associated to a fractional nonlocal thermistor problem involving the ABC (Atangana–Baleanu–Caputo) fractional time derivative.

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10.1007/S00366-021-01357-Z

To overcome it, using the local tangential space, we construct the spectral approximation for the space fractional operator on surfaces and apply the matrix transfer technique to avoid the difficulty of fractional nonlocality.

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Fractional Nonlocal

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Sep 17, 2024

What is/are Fractional Nonlocal?

Fractional Nonlocal - To overcome it, using the local tangential space, we construct the spectral approximation for the space fractional operator on surfaces and apply the matrix transfer technique to avoid the difficulty of fractional nonlocality. ^[1]

fractional nonlocal stochastic

The main results are completly based on the results that the existence and approximate controllability of the fractional stochastic system of order 1fixed point technique, q-order cosine family {Ca(t)}t≥0, new set of novel sufficient conditions and methods adopted directly from deterministic fractional equations for the second order nonlinear impulsive fractional nonlocal stochastic differential systems with state-dependent delay and Poisson jumps in Hildert space H. ^[1] The approximate controllability of this nonlinear Riemann-Liouville fractional nonlocal stochastic systems of order 1 < α < 2 is concerned under the assumption that the associated linear system is approximately controllable. ^[2]

fractional nonlocal thermistor

We study a conformable fractional nonlocal thermistor problem on time scales. ^[1] We study an optimal control problem associated to a fractional nonlocal thermistor problem involving the ABC (Atangana–Baleanu–Caputo) fractional time derivative. ^[2]