Stability of the explicit method
Investigation for Stability of Fractional Explicit Method for pricing option
... difficulties, explicit method for fractional order differential equation has been introduced which is one of the most recently developed areas in the world of ...investigate stability of Fractional ...
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Unsteady flow regulation in open channel by using inverse explicit method
... numerical method for water ...the method used for operation type problem and the stability of that ...numerical method. Generally stability played a very important role in the numerical ...
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Numerical Simulation in Electrocardiology Using an Explicit Generalized Finite Difference Method
... meshless method differs to the best of our knowledge from other numerical approaches in the ...Difference Method (GFDM) for spatial discretization of the PDE together with an explicit method ...
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The Bipenalty Method for Explicit Structural Dynamics
... alty method is usually superior when compared to the bipenalty method with pen- alty parameters of similar ...in explicit dynamics this comparison does not tell the whole ...on stability, ...
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Almost sure exponential stability of an explicit stochastic orthogonal Runge Kutta Chebyshev method for stochastic delay differential equations
... the stability of Runge-Kutta type methods applied to stochastic delay differential equations ...exponential stability of an explicit stochastic Runge-Kutta-Chebyshev (S-ROCK) method for an ...
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Explicit nonlinear model predictive control for vehicle stability control
... line-search method IPOPT [11] is used to solve the nonlinear programming prob- ...an explicit approximate solution of the mp-NLP (24) – (25), including the solution of the mp-QP sub-problems over each ...
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Numerical study of the stability of some explicit finite-difference methods
... ensure stability, are tested ...Neumann stability analysis [9] of the difference equations. The first method uses the related constant coefficient difference equation to give stability ...
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Alternating segment explicit implicit and implicit explicit parallel difference method for the nonlinear Leland equation
... From Figure we can see that the SRET of the ASE-I and ASI-E schemes is larger in the beginning and decreasing along with the movement of the time step; and it is bounded. This shows that the ASE-I and ASI-E schemes ...
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A Three Stage Multiderivative Explicit Runge Kutta Method
... Rung-Kutta; Stability; Convergence; Initial Value Problems ...classical explicit Runge- Kutta methods are derived with the intention of perform- ing multiple evaluations of f y in each internal stage ...
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Solving burger’s equantion using explicit finite difference method and method of line
... Numerical method in other hand means the approximation o f a ...classic method to solve ...difference method (Sadika and ...this method can achieved the numerical stability and ...
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Piecewise quadratic Lyapunov functions for stability verification of approximate explicit MPC
... Abstract Explicit MPC of constrained linear systems is known to result in a piecewise affine controller and therefore also piecewise affine closed loop ...the stability verification of an of approximate ...
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Alternating Segment Explicit Implicit and Implicit Explicit Parallel Difference Method for Time Fractional Sub Diffusion Equation
... Time Fractional Diffusion Equation, ASE-I, ASI-E, Stability, Parallel Computing 1. Introduction Fractional differential equations arise from some anomalous diffusion models and can be very useful in describing the ...
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A multiresolution approximation method for fast explicit model predictive control
... an explicit map from state to control ...complexity explicit model predictive control law built on a hierarchy of second order ...confirm stability and to compute a bound on the performance loss are ...
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Approximate Explicit MPC and Closed-loop Stability: Analysis based on PWA Lyapunov Functions
... a method to analyze uniform asymptotic sta- bility, uniform ultimate boundedness, and input-to-state stability of uncertain piecewise affine systems whose dynamics are only defined in a bounded and possibly ...
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Nonstandard explicit third-order Runge-Kutta method with positivity property
... linear stability analysis for problems with smooth ...consistency, stability and hence convergence, they produce numerical solutions which also exhibit essential properties of ...nonlinear stability ...
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A Reduced Basis Method for Evolution Schemes with Parameter-Dependent Explicit Operators
... current method will be the crucial ingredient for treating the nonlinear ...comprises stability statements of the empirical interpolation and the reduced ...
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Numerical solution of one dimensional burgers’ equation solving with explicit FTCS method and implcit BTCS method
... with Explicit FTCS can produce the solution ...the stability issue and the accuracy issue. Numerical stability has to do with the behaviour o f the solution as the time step ...
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INCREASING THE REAL STABILITY BOUNDARY OF EXPLICIT METHODS
... This has, of course, consequences for the accuracy (see also the discussion on zero-stability, below). Since we are willing to accept a loss of accuracy in the time integrati[r] ...
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An Explicit Nonlinear MPC Approach to Vehicle Stability Control
... through explicit NMPC, in which the optimization problem is solved off-line, and the resulting explicit solution, with guaranteed level of sub-optimality, is evaluated ...lateral stability controller ...
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A Fast Explicit FETD Method Based on Compressed Sensing
... Fast Explicit FETD Method Based on Compressed Sensing Qi Qi 1, 2 , Mingsheng Chen 2, * , Zhixiang Huang 1 , Xinyuan Cao 2 and Xianliang Wu 1 Abstract—Linear equations must be solved at each time step as the ...
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