iterative scheme - Globe Thesis

Keyword [iterative scheme] Result: 1 - 20 \| Page: 1 of 2
1.	The Difference Method Of A Type Of Nonlinear Partial Differential Equations And Its Application On The Simulation Of Sewage Disposal
2.	Reconstruction Of Temperature Variation Since 1500AD In The Arid-semiarid Central-eastern Asia Using Tree-ring Chronology Based On EOF Iteration Scheme
3.	Convergence Of Iterative Scheme For Nonlinear Oporator
4.	A Class Of Implicit Iterative Scheme For Approximating Fixed Points Of Nonexpansive Mappings And Strictly Pseudocontractive Mappings
5.	Approximation Approaches To Zero Points Of Families Of M-Accretive Operators And Applications
6.	Strong Convergence Theorem For Iterative Sequences In Banach Spaces
7.	The Study Of Equilibrium Problems And Set Optimization Problems
8.	General Iterative Algorithms For Common Solutions Of Equilibrium Problem And Fixed Point Problem And Convex Optimization Problem
9.	Research On Tensor Positive Definite Decision Algorithm Based On H - Tensor
10.	An Essay On Some Problems Of Nonautonomous Stochastic Schr(?)dinger Equations And Fractional Differential Systems
11.	Research On The Judgment Algorithm Of The Homogeneous Polynomial Positive Definiteness Based On Strong H- Tensor
12.	An Iterative Scheme For Finding The Least Squares Solution Of A Linear System Of Equations
13.	Research On Fixed Point Properties And Attractive Points Theorems For Generalized Hybrid Set-valued Mappings
14.	Several Iterative Schemes For Mean Nonexpansive Mapping
15.	Multirate Iterative Scheme And Posteriori Error Estimate For A Poroelasticity Model
16.	The Projection Iteration For Inverse Problems
17.	Fully Implicit Finite Element Method And Fully Implicit Characteristic Modified Finite Element Method For Nonlinear Convection-diffusion Equation With General Capacity Term
18.	Fully Discrete Finite Element Method And Multirate Iterative Scheme For A Nonlinear Poroelasticity Model
19.	The Fixed Point Property And Convergence Of Mean Nonexpansive Mapping
20.	Two Types Of Regularization Methods For Solving Volterra Integral Equations Of The First Type With Perturbed Data
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