Iteration schemes for hybrid-NOA method
Hybrid Iteration Method for Fixed Points of Nonexpansive Mappings in Arbitrary Banach Spaces
... a hybrid iteration method in Hilbert spaces can be extended to arbitrary Banach spaces without the strong monotonicity assumption imposed on the hybrid ...
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Convergence theorems of a hybrid iteration method for fixed points of asymptotically nonexpansive mappings
... Iterative techniques for approximating fixed points of nonexpansive mappings and asymptot- ically nonexpansive mappings have been studied by various authors; see, e.g., [1-16]. In 2007, Wang [17] introduced an explicit ...
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Higher Order Iteration Schemes for Unconstrained Optimization
... ODE method, standard itera- tion schemes are ...standard iteration schemes are originally derived in the direction of de- creasing the objective function value instead of ...
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A new hybrid iteration method for a finite family of asymptotically nonexpansive mappings in Banach spaces
... new hybrid iteration method for a finite family of asymptotically nonexpansive mappings and nonexpansive mappings in Banach spaces, and then we discuss the strong and weak convergence for the ...
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Dhage iteration method for PBVPs of nonlinear first order hybrid integro-differential equations
... Dhage iteration method is a powerful tool for proving existence results for certain PBVPs of nonlinear hybrid integro-differential ...Picard’s method, it does not give the rate of conver- ...
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Hybrid iteration method for common fixed points of an infinite family of nonexpansive mappings in Banach spaces
... explicit hybrid iteration method for nonexpansive mappings in Hilbert space; and then Osilike et ...using hybrid iteration method, which further extended and improved his results ...
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A hybrid iteration for asymptotically strictly pseudocontractive mappings
... 3 Main results In this section, we prove a strong convergence theorem by the hybrid method for a finite family of asymptotically λ i -strictly pseudocontractive mappings in Hilbert spaces. Theorem . Let H ...
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Dhage Iteration Method for Nonlinear First Order Hybrid Differential Equations with a Linear Perturbation of Second Type
... Dhage iteration principle or method (in short DIP or DIM) developed in Dhage [3, 4, 7] may be described as “ the sequence of successive approximations of a nonlinear equation beginning with a lower or an ...
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Hybrid optimization schemes for quantum control
... the method of employing hybrid optimization schemes presented here is entirely general and aimed at reducing the numer- ical effort in obtaining high fidelity solutions to arbitrary quantum control ...
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A new iteration scheme for a hybrid pair of generalized nonexpansive mappings
... tion schemes due to Sastry and Babu [], Panyanak [], Song and Wang [], and Shahzad and Zegeye [] are notable generalizations of Mann and Ishikawa iteration process espe- cially in the case of ...
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On the Equivalence of Implicit Kirk Type Fixed Point Iteration Schemes for a General Class of Maps
... Two Hybrid Fixed Point Iterative Algorithms of Kirk-Ishikawa and Kirk-Mann ...of Hybrid Fixed Point Iterative Algo- rithms of Kirk-Noor Type in Normed Linear Space for Self and Nonself ...
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Multi-Level Iteration Schemes with Adaptive Level Choice for Nonlinear Model Predictive Control
... We present and discuss four strategies for data communication between the levels in a scheme and we describe how schemes with fixed level choices can be assembled in practice. We give local convergence theory for ...
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New Picard S hybrid iteration
... Picard–S hybrid iterative process is defined, which is a hybrid of Picard and S-iterative ...new iteration converges faster than all of Picard, Krasnoselskii, Mann, Ishikawa, S-iteration, ...
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On policy iteration as a Newton’s method and polynomial policy iteration algorithms
... policy iteration algorithm has a run-time of nT where T denotes the run-time of policy it- eration on an adag with MDP(2) edges, already shown poly- nomial ...policy iteration works as given in ...
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The variational iteration method for Cauchy problems
... variational iteration method. The variational iteration algorithm [ 1–5 ] is of unheard simplicity, and the obtained results are of surprising accuracy (sometimes exact solutions can be obtained), ...
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Some Problems on Variational Iteration Method
... Variational iteration method and its algorithm to solve the equations ODE & PDE, fractional differential equation, fractal differential equation and differential-difference ...Variational ...
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Solving time-fractional chemical engineering equations by modified variational iteration method as fixed point iteration method
... variational iteration method (VIM) was extended to find approximate solutions of fractional chemical engineering ...point iteration method. Then this method was implemented for solving ...
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A Comparative Study of Variational Iteration Method and He Laplace Method
... variational iteration method and He-Laplace method are used to solve the nonlinear ordinary and partial differential ...perturbation method is called He-Laplace ...variational iteration ...
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A selected method for the optimal parameters of the AOR iteration
... (AOR) method, which have been proven to be a pow- erful tool for solving the linear system of equations ...AOR method converges faster than the other methods of the same ...AOR method were given by ...
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A Fast Iteration Method for Mixture Regression Problem
... Fast Iteration Method for solving mixture regression problem, which can be treated as a model-based ...proposed method is faster, more flexible and can solve mixture regression problem with different ...
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