riccati equations
Applications of the New Compound Riccati Equations Rational Expansion Method and Fan's Subequation Method for the Davey-Stewartson Equations
... compound Riccati equations rational expansion method to construct the exact travelling wave solutions of the Davey-Stewartson DS ...elliptic equations, involving five parameters, which have many new ...
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Riccati equations for strongly stabilizable bounded linear systems
... to Riccati equations for innite-dimensional systems that are strongly, but not exponentially ...a Riccati criterion for the existence of J-spectral factorizations and illustrate it by proving the ...
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Trace Inequalities for Matrix Products and Trace Bounds for the Solution of the Algebraic Riccati Equations
... In this section, firstly, we will give an example to illustrate that our new trace bounds are better than those of the recent results. Then, to illustrate that the application in the algebraic Riccati ...
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Riccati Equations and Delay Dependent BIBO Stabilization of Stochastic Systems with Mixed Delays and Nonlinear Perturbations
... on Riccati-equations, by constructing appropriate Lyapunov functions, some BIBO stabilization criteria for a class of delayed control systems with nonlinear perturbations were ...
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Generalized Riccati equations for 1 D magnetotelluric impedances over anisotropic conductors Part I: Plane wave field model
... a Riccati equation governs the depth variation of the impedance, or admittance, for a given distribution of the electrical ...the Riccati differential equations for generally anisotropic 1-D ...
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Generalized Riccati equations for 1 D magnetotelluric impedances over anisotropic conductors Part II: Non uniform source field model
... cati equations for spectral impedances in a 1-D anisotropic medium, and show their relation to the standard matrix prop- agation formulae for anisotropic layered ...anisotropic Riccati equations for ...
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Solutions structure of integrable families of Riccati equations and their applications to the perturbed nonlinear fractional Schrodinger equation
... Taking into account [6], we have the hypothesis given in the enunciate of the theorem. In accordance with the previous results, we can construct a variety of families of Riccati equations in standard form ...
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Improving the Accuracy of the Solutions of Riccati Equations
... In this paper, we present an improved method for solving Riccati equations. This mod- ification is based on the previous scheme to obtain the approximate solution of Riccati equations [B.Q. ...
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Analytic solution of Riccati equations occurring in open loop Nash multiplayer differential games
... present explicit analytic solutions of coupled Riccati matrix differential systems appearing in open-loop Nash games.. Two different cases are considered.[r] ...
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Search | Preprints
... the Riccati equation convergence like monotonicity and stabilizability were discussed in [6, 7, 8, 12] by selecting appropriate initial covariance matrix through the monotonic properties [11, 20, ...various ...
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New upper and lower bounds, the iteration algorithm for the solution of the discrete algebraic Riccati equation
... algebraic Riccati equations ...these equations becomes a heated ...these equations (Kojima et ...these equations (Komaroff, ...algebraic Riccati equations ...algebraic ...
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Mixed deterministic and random optimal control of linear stochastic systems with quadratic costs
... differential equations (FBSDEs) of mean-field ...decoupled) Riccati equations, and derive the respective optimal feedback law for both determin- istic and random controllers, using solutions of both ...
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On the Iterative Solution to H∞ Control Problems
... We have studied two iterative processes for finding the stabilizing solution to generalized Riccati Equations (2). We have made numerical experiments for computing this solution and we have compared the ...
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Non-linear predictive control for manufacturing and robotic applications
... state-space equations has lead to development of a technique which borrows from algorithmic solution for a standard linear quadratic problem and therefore is called State Dependent Riccati Equations ...
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Perturbation analysis of the stochastic algebraic Riccati equation
... In this paper we study a general class of stochastic algebraic Riccati equations (SARE) arising from the indefinite linear quadratic control and stochastic H ∞ problems. Using the Brouwer fixed point theorem, ...
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Sine cosine wavelet operational matrix of fractional order integration and its applications in solving the fractional order Riccati differential equations
... The Riccati equations play a significant role in many fields of engineering and applied science such as the theory of random processes, diffusion problems, transmission-line phenomena and optimal control ...
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An Effective Perturbation Iteration Algorithm for Solving Riccati Differential Equations
... the Riccati equation in an explicit form seems an unlikely concept except for certain special situations as discussed above, however, that can easily be overcome if its one particular solution is ...the ...
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Nonlinear differential equations and algebraic systems
... We present a unified treatment for the general scalar, first-order, ordinary differential equation... Particular examples are linear equations, Riccati equations and Abel equations..[r] ...
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Numerical solution of fractional order Riccati differential equation by differential quadrature method based on Chebyshev polynomials
... The existence and uniqueness of solutions of fractional differential equations have been investigated in [, ]. In general, most of the fractional differential equations have no ex- act solutions. Therefore, ...
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The Cauchy problem of Backward Stochastic Super-Parabolic Equations with Quadratic Growth
... The Cauchy problem of (super-parabolic) BSPDEs with quadratic growth in the second unknown variable arises naturally in the solution of the risk-sensitive optimal control problem as the associated Hamilton − Jacobi − ...
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