The object of this study is to define existence, controllability and exponential stability results
within a Sobolev-type fractional stochastic neutral equations of order 1< ω< 2 with sectorial …

This paper investigates the H∞ sliding mode control (SMC) design for fractional stochastic
systems. We study a very general category of stochastic systems that are nonlinear and …

This study focuses on the observer-based robust stabilisation problem of a class of non-
linear fractional-order uncertain systems with admissible time-variant uncertainty and …

In this paper, the mean-square asymptotic stability problem is investigated for the fractional-
order nonlinear stochastic dynamic system in Hilbert space. First, a set of sufficient stability …

This paper investigates the asymptotic stabilization of nonlinear fractional-order systems
under unknown upper bounds on external disturbances and uncertainties. The upper bound …

In this paper, we study the robust stability of uncertain fractional order (FO) nonlinear
systems having neutral-type delay and input saturation. From the Lyapunov–Krasovskii …

This paper mainly concerns with the stability of nonlinear Caputo fractional neutral
stochastic differential system with variable delay. A sufficient condition is derived to ensure …

This research focuses on utilizing the Mittag-Leffler kernel within stochastic differential
systems to estimate the controllability of nonlocal Atangana–Baleanu fractional derivatives …

The purpose of our research is to identify some sufficient conditions for the stochastic
controllability of fractional-order semilinear stochastic systems. The required outcomes are …

This paper is devoted to analyzing a kind of fractional stochastic neutral system (FSNS).
Firstly, by introducing the notion of newly defined two‐parameter Mittag–Leffler matrix …