Semilocal Convergence - Globe Thesis

Keyword [Semilocal Convergence] Result: 1 - 20 \| Page: 1 of 1
1.	Some Numerical Methods For Solving Nonlinear Equations And Their Theoretical Analysis
2.	Inexact Newton-like Method And Its Application
3.	The Convergence Analysis Of Some High-Order Iterative Methods For Solving Nonlinear Equations
4.	The Convergence Behavior And Applications For Newton-Type Iterative Methods Under The Affine Transformation Conditions
5.	Convergence Analysis Of Inexact Newton-type Iteration Methods With Non-differentiable Nonlinear Equations
6.	The Ulm-like Method For Nonlinear Equations And Inverse Eigenvalue Problems
7.	Semilocal Convergence Analysis Of A Kind Of Newton-like Method And Inexact Newton Method
8.	Ph (?) Lder Equation, The Inexact Newton Method And Its Convergence
9.	Local Convergence Properties Of Inexact Gauss-newton Method
10.	The Analysis Of Semilocal Convergence On Simplified Newton Method And Chebyshev Method Under Affine Transformation Conditions
11.	The Semilocal Convergence Properties Of Super-Halley Method And Newton Method Under Weak Conditions
12.	Iteration Methods For Solving Generalized Equations In Banach Spaces
13.	Iterative Methods And Applications For Some Nonlinear Problems
14.	Convergence Analysis Of Two Types Of Modified Newton Methods
15.	Convergence Analysis Of Several Inexact Iterative Methods For Solving Nonlinear Equations
16.	The Iterative Methods For Nonlinear Equations And Their Theoretical Analysis
17.	The Inexact Newton-like Methods For Nonlinear Equations
18.	Semilocal Convergence Of Two Classes Of Iterative Methods For Nondifferentiable Operators
19.	The Convergences Of The Deformed Ulm Methods For Solving Nonlinear Equations Under The ?-condition
20.	Convergence Of Newton-steffensen Type Iteration Under Generalized Lipschitz Conditions And Its Application
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