IMA Journal of Mathematical Control and Information

Papers
(The TQCC of IMA Journal of Mathematical Control and Information is 3. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2021-11-01 to 2025-11-01.)
ArticleCitations
Correction to: Optimal controls for nonlocal Cauchy problems of multi-term fractional evolution equations25
A novel fully distributed discrete-time min–max consensus seeking algorithm with high convergence speed23
Input-to-state stabilization of coupled parabolic PDEs subject to external disturbances22
Stabilization of bilinear systems with distributed delays using the Banach state space decomposition method21
Zero-order hold discretization of general state space systems with input delay14
Robust error feedback output regulation of a 2 × 2 hyperbolic system13
Observer-based feedback stabilization of a reaction-diffusion equation with variable coefficients and boundary input delay12
LQR based ω-stabilization of a heat equation with memory11
Estimating the region of attraction of integral delay equations10
Structural controllability analysis based on dilations under leader–follower framework8
Stability analysis of nonlinear inviscid microscopic and macroscopic traffic flow models of bidirectional cruise-controlled vehicles8
Impulsive stochastic functional differential equations with Markovian switching: study of exponential stability from a numerical solution point of view7
Hybrid stochastic differential systems in pharmacokinetics6
Scenario-based indirect feedback SMPC of constrained uncertain systems6
Finite-time stabilization of nonlinear polytopic systems: a control Lyapunov function approach5
A new approach for stabilization of Heat-ODE cascaded systems with boundary delayed control5
Exponential input-to-state stability for Lur’e systems via Integral Quadratic Constraints and Zames–Falb multipliers5
Chaos synchronization in the presence of external disturbances with a novel layered control strategy5
Performance output tracking for a one-dimensional unstable heat equation with input delay5
Riemannian optimization model order reduction method for general linear port-Hamiltonian systems5
New asymptotic stability results for nonautonomous nonlinear fractional order systems4
On exponential stability in mean square of nonlinear delay differential equations with Markovian switching4
Adaptive boundary control of reaction–diffusion PDEs with unknown distributed delay and unknown parameters4
Polynomial stability and weak stabilization for some partial functional differential equations with delay4
Positive observers for semilinear positive systems4
A suboptimal control of linear time-delay problems via dynamic programming4
Approximate controllability of a non-local hyperbolic coupled system4
Approximate controllability of fractional order non-instantaneous impulsive functional evolution equations with state-dependent delay in Banach spaces4
Output feedback control for non-linear stochastic reaction–diffusion system via modal decomposition techniques3
On the recursive equivalence to Smith form of multivariate polynomial matrices3
Residual and past varinaccuracy measures3
Homogeneous boundary control design for a one-dimensional viscous Burgers equation: modal decomposition approach3
Logarithmic convexity and impulsive controllability for the one-dimensional heat equation with dynamic boundary conditions3
Correction to: Funnel control of linear systems with arbitrary relative degree under output measurement losses3
On a new method for the state and output feedback exponential stabilization of a cascaded wave PDE-ODE system with nonlinear boundary condition3
Relative controllability for conformable impulsive delay differential equations3
Average dwell time based networked predictive control for switched linear systems with data transmission time-varying delays3
Sensor fault estimation based on L∞ unknown input observer3
Exponential state estimate of positive systems with time-varying delays: a Lyapunov–Razumikhin approach3
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