Stability in distribution of stochastic Volterra–Levin equations

Stabilisation in distribution by delay feedback control for stochastic differential equations with Markovian switching and Lévy noise

“…This property is called asymptotic stability in distribution. Stability in distribution of SDEs-MS has been attracted much attention and some research results appeared, for example, Yuan et al [16], Yuan and Mao [17], Bo and Yuan [18], Dua et al [19], Li and Zhang [20]. It is rather remarkable that You [21] and several collaborators recently made a groundbreaking work: stabilisation in distribution for SDEs-MS with Brownian motion by linear delay feedback controls (DFC) when coefficients are globally Lipschitz continuous.…”

“…[16], Yuan and Mao [17], Bo and Yuan [18], Dua et al. [19], Li and Zhang [20]. It is rather remarkable that You [21] and several collaborators recently made a groundbreaking work: stabilisation in distribution for SDEs‐MS with Brownian motion by linear delay feedback controls (DFC) when coefficients are globally Lipschitz continuous.…”

Dynamical analysis and optimal harvesting of a stochastic three-species cooperative system with delays and Lévy jumps

“…The author obtained the globally asymptotic attractivity of the positive equilibrium point of this system. However, on the one hand, in the real world, the growth of a population is often subject to environmental perturbations, and hence it is necessary to consider stochastic perturbations in the progress of mathematical modeling [8][9][10][11][12][13][14][15]. There are many kinds of stochastic perturbations.…”