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- first part. Chapter 2 studies the local convergence of Newton’s method, inexact Newton methods ... region methods, which are used to globalize convergence, i.e., remove the restriction that the starting...
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- HOMPACK: A suite of codes for globally convergent homotopy algorithms. There are algorithms for finding ... nonlinear systems of equations that are globally convergent for almost all starting points, i.e., with...
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- monotone sequence of optimal values converges to the global optimum...
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- which is globally convergent whenever the line search fulfills the Wolfe conditions. This article studies...
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- strongly convex functions, the algorithm is global convergent. Preliminary computational results, for a set consisting...
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- globally convergent primal-dual interior-point filter method for nonlinear programming The paper proposes ... filter technique of Fletcher and Leyffer to globalize the primal-dual interior-point method...
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- solver with a “filter” to promote global convergence. The solver runs with a dense...
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- Armijo algorithm for solving the SSVM converges globally and quadratically. Numerical results and comparisons...
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- methods, including many iterative techniques.par Global convergence of these algorithms to a first-order Karush...
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- fixed points of nonlinear systems using globally convergent probability-one homotopy algorithms. Three qualitatively different...
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- Constrained Nonconvex Problems. A branch and bound global optimization method, ffBB, for general continuous optimization ... type algorithm attains finite ffl--convergence to the global minimum through the successive subdivision...
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- proposed class of problems yields global convergence of the function values and the arguments. This...
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- constrained optimization We propose a new globally convergent derivative-free algorithm for the minimization...
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- Convergence of a non-interior continuation algorithm for the monotone SCCP It is well known ... that the algorithm is globally linearly and locally quadratically convergent under suitable assumptions...
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- Bethe ADMM. We establish the global convergence and the O(1/T) iteration complexity for BADMM...
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- introduce a new framework for the global optimization of computationally expensive multimodal functions when derivatives ... some mild technical conditions, SRS converges to the global minimum in a probabilistic sense...
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- case of the affine-scaling algorithm, global convergence and local quadratic convergence are proved...
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- required for all Poblano optimizers. The optimizers converge to a stationary point where the gradient ... Wolfe conditions is used to guarantee global convergence of the Poblano optimizers. The optimization methods...
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- solving polynomial systems of equations Globally convergent, probability-one homotopy methods have proven...
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- integrals in higher dimensions, and in global optimization. This is because low discrepancy sequences tend ... that use such sequences may have superior convergence. The original, true, correct version...