Approximate quasi-Newton methods
Copyright policy )Approximate quasi-Newton methods
Newton-like iterative methods for nonlinear equations on Banach spaces are considered. It is proved how the local convergence behaviour of the quasi-Newton method in the infinite dimensional setting is affected by the refinement strategy. Applications to boundary value problems and integral equations are included.
- North Carolina State University United States
- North Carolina Agricultural and Technical State University United States
- University of Trier Germany
integral equations, Nonlinear programming, boundary value problems, nonlinear equations on Banach spaces, Numerical computation of solutions to systems of equations, Newton-like iterative methods, quasi-Newton method, Newton-type methods, interpolation
integral equations, Nonlinear programming, boundary value problems, nonlinear equations on Banach spaces, Numerical computation of solutions to systems of equations, Newton-like iterative methods, quasi-Newton method, Newton-type methods, interpolation
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