Keywords: ثبات متوسط مربع; C61; C62; D84; E42; Markov-switching; Mean-square stability; Determinacy; Forward method; No-bubble condition;
مقالات ISI ثبات متوسط مربع (ترجمه نشده)
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Keywords: ثبات متوسط مربع; Mobile sensor networks; Consensus; Markov switching topologies; Mean-square stability; Guaranteed cost control;
Keywords: ثبات متوسط مربع; 60H05Stochastic differential equations; Mean-square stability; Two-step method; Stochastic Adams–Bashforth method; Stochastic Adams–Moulton method; Stochastic BDF scheme
Keywords: ثبات متوسط مربع; Stochastic delay integro-differential equation; Balanced method; Convergence; Mean-square stability
Steady-state and stability analyses of diffusion sign-error LMS algorithm
Keywords: ثبات متوسط مربع; Adaptive networks; Diffusion sign-error LMS; Mean-square deviation; Steady-state; Mean-square stability;
Generalized two-step Maruyama methods for stochastic differential equations
Keywords: ثبات متوسط مربع; Stochastic differential equation; Mean-square consistency; Mean-square convergence; Mean-square stability; Generalized two-step Maruyama method; Adams method;
Stable receding-horizon scenario predictive control for Markov-jump linear systems
Keywords: ثبات متوسط مربع; Markov-jump linear systems; Model predictive control; Receding-horizon; Constrained linear systems; Mean-square stability;
A weak Local Linearization scheme for stochastic differential equations with multiplicative noise
Keywords: ثبات متوسط مربع; 65C30; 60H10; 60H35; Stochastic differential equation; Mean-square stability; Weak convergence; Local Linearization scheme;
Diagonally drift-implicit Runge–Kutta methods of strong order one for stiff stochastic differential systems
Keywords: ثبات متوسط مربع; Runge–Kutta methods; Mean-square stability; Drift-implicit stochastic methods; Stiff SDEs
Asymptotic mean-square stability of explicit Runge–Kutta Maruyama methods for stochastic delay differential equations
Keywords: ثبات متوسط مربع; 60H10; 65C30; 65L03; 65L20Explicit method; Runge–Kutta; Stochastic delay differential system; Mean-square stability; Stabilized method
On the mean-square performance of the constrained LMS algorithm
Keywords: ثبات متوسط مربع; Constrained least mean-square; Linearly-constrained adaptive filtering; Mean-square deviation; Mean-square stability; Performance analysis
An error corrected Euler-Maruyama method for stiff stochastic differential equations
Keywords: ثبات متوسط مربع; Error corrected Euler-Maruyama method; Stiff stochastic differential equations; Mean-square convergence; Mean-square stability; Asymptotic stability;
Simple spectral bounds for sums of certain Kronecker products
Keywords: ثبات متوسط مربع; primary, 15A18; secondary, 15A69Covariance matrix; Mean-square stability; Spectral abscissa; Spectral radius
A class of weak second order split-drift stochastic Runge–Kutta schemes for stiff SDE systems
Keywords: ثبات متوسط مربع; Stiff stochastic differential equations; Mean-square stability; Stochastic Runge–Kutta schemes; Split-drift SRK; SDSRK
Stability analysis and classification of Runge-Kutta methods for index 1 stochastic differential-algebraic equations with scalar noise
Keywords: ثبات متوسط مربع; Stochastic differential-algebraic equation; Stochastic Runge-Kutta method; Classification; Mean-square stability; A-stability;
θ-Maruyama methods for nonlinear stochastic differential delay equations
Keywords: ثبات متوسط مربع; Nonlinear stochastic differential delay equations; Variable lag; θ-Maruyama methods; Strong convergence; Exponential mean-square stability; Mean-square stability
Split-step Milstein methods for multi-channel stiff stochastic differential systems
Keywords: ثبات متوسط مربع; Stochastic differential equations; Split-step method; Langevin equations; Stiff equations; Multi-channel noise; Mean-square stability
Output feedback stabilization for Markov-based nonuniformly sampled-data networked control systems
Keywords: ثبات متوسط مربع; Output feedback stabilization; Nonuniformly sampled-data systems; Mean-square stability; Stochastic stability; Exponential mean-square stability
A derivative-free explicit method with order 1.0 for solving stochastic delay differential equations
Keywords: ثبات متوسط مربع; 65C30; 60H35Explicit order 1.0 strong scheme; Stochastic delay differential equations; Mean-square stability; Numerical experiments
Numerical analysis of the balanced implicit methods for stochastic pantograph equations with jumps
Keywords: ثبات متوسط مربع; Stochastic pantograph equation; Jump; Balanced implicit method; Convergence; Mean-square stability
The split-step θ-methods for stochastic delay Hopfield neural networks
Keywords: ثبات متوسط مربع; Stochastic delay Hopfield neural networks; Numerical solutions; Split-step θ-methods; Mean-square stability
Nonnegative compartment dynamical system modelling with stochastic differential equations
Keywords: ثبات متوسط مربع; Brownian motion; Compartmental system; Nonnegative system; Poisson process; Mean-square stability; Stochastic differential equation
Mean-square stability of semi-implicit Euler method for nonlinear neutral stochastic delay differential equations
Keywords: ثبات متوسط مربع; Neutral stochastic delay differential equations; Semi-implicit Euler method; Mean-square stability;
Random excitations in modelling of algal blooms in estuarine systems
Keywords: ثبات متوسط مربع; Local stability; Diffusive instability; Stochasticity; White noises; Mean-square stability
Stability analysis of adaptive filters with regression vector nonlinearities
Keywords: ثبات متوسط مربع; Adaptive filters; Mean stability; Mean-square stability; Step-size parameter
Higher-order semi-implicit Taylor schemes for Itô stochastic differential equations
Keywords: ثبات متوسط مربع; Stochastic Taylor formula; Weak approximations; Stiff stochastic differential equations; Weak numerical schemes; Semi-implicit schemes; Mean-square stability;
Convergence and stability of the split-step θθ-method for stochastic differential equations
Keywords: ثبات متوسط مربع; Stochastic differential equations; Split-step θθ-method; Mean-square convergence; Mean-square stability
Convergence and stability of the split-step backward Euler method for linear stochastic delay integro-differential equations
Keywords: ثبات متوسط مربع; Stochastic delay integro-differential equations; Split-step backward Euler method; Mean-square stability; Numerical solution
On mean-square stability properties of a new adaptive stochastic Runge–Kutta method
Keywords: ثبات متوسط مربع; primary, 60H10; secondary, 60H35Stochastic differential equation; Mean-square stability; Adaptive time-stepping; Forward-backward error estimation; Runge–Kutta method
The split-step backward Euler method for linear stochastic delay differential equations
Keywords: ثبات متوسط مربع; 60H10; 65C20Stochastic delay differential equation; Split-step backward Euler method; Mean-square stability; General mean-square stability; Finite-time convergence; Numerical solution
Almost sure exponential stabilisation of stochastic systems by state-feedback control
Keywords: ثبات متوسط مربع; Stochastic stability; Stabilisation; Mean-square stability; Almost sure stability; Linear matrix inequality (LMI)
Mean-square stability of Milstein method for linear hybrid stochastic delay integro-differential equations
Keywords: ثبات متوسط مربع; Stochastic delay integro-differential equations; Mean-square stability; Numerical methods; Markovian switching
Mean square stability of semi-implicit Euler method for linear stochastic differential equations with multiple delays and Markovian switching
Keywords: ثبات متوسط مربع; Stochastic differential delay equations; Mean-square stability; Semi-implicit Euler method; Markovian switching
Exponential stability of equidistant Euler–Maruyama approximations of stochastic differential delay equations
Keywords: ثبات متوسط مربع; Mean-square stability; Brownian motion; Euler–Maruyama's method; Stochastic flow; Itô's formula; Exponential stability
Mean-square stability properties of an adaptive time-stepping SDE solver
Keywords: ثبات متوسط مربع; Error control; Mean-square stability; Numerical integration; Milstein; Milstein-type methods; Variable step-size; Stochastic differential equations