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A class of active-set newton methods for mixed complementarity problems (MCP), we propose a class of Newton methods for which local superlinear convergence holds under
Numerical results for a globalized active-set newton method for mixed complementarity problemsWe discuss a globalization scheme for a class of active-set Newton methods for solving the mixed
A class of combined iterative methods for solving variational inequalities is proposed. It is based on combining, modifying, and extending ideas contained in various Newton-like methods
A globally convergent lp-Newton methodWe develop a globally convergent algorithm based on the LP-Newton method, which has been recently
A globally convergent LP-Newton method for piecewise smooth constrained equations: escaping nonstationary accumulation pointsThe LP-Newton method for constrained equations, introduced some years ago, has powerful properties
A Newton-type method for quadratic programming problem and variational equilibrium problemThe active-set Newton method developed earlier by the author and her supervisor for mixed
Artificial relations between quantities at nearest nodes or cells and the Newton iteration procedure for the modified pressure correction methodIn this article a method for calculation of the finite-difference Navier-Stokes equations with a
Особенности формирования температурного поля в скважине с многопластовой системой при разгазировании нефти system of nonlinear equations is linearized by the NewtonRaphson method, the roots of which are found
Mixed complementarity problems: Regularity, error bounds, and Newton-type methods complementarity problems, and Karush-Kuhn-Tucker systems. Error bounds and Newton-type methods for these problems
Effect of Sinusoidal Fiber Waviness on Non-Linear Dynamic Performance of Laminated Composite Plates with Variable Fiber Spacing. The Newmark implicit time integration method and Newton-Raphson iteration were simultaneously used to solve
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