1991Unpublished venueOpen access

Research on trust-region algorithms for nonlinear programming. Progress report, January 1, 1991--December 31, 1991

Rice Univ., Houston, TX (United States), J Dennis, USDOE, Washington, DC (United States), R Tapia

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Abstract

This report discusses research on the following topics: interior- point methods for linear programming; trust-region SQP newton`s method for general nonlinear programming problems; trust-region SQP newton`s method for large sparse nonlinear programming problems with applications to oil reservoir management; a unified approach to global convergence of trust-region methods for nonsmooth optimization; and SQP augmented lagrangian BRGS algorithm for constrained optimization. (LSP).

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What this paper is about

This report discusses research on the following topics: interior- point methods for linear programming; trust-region SQP newton`s method for general nonlinear programming problems; trust-region SQP newton`s method for large sparse nonlinear programming problems with applications to oil reservoir management; a unified approach to global convergence of trust-region methods for nonsmooth optimization; and SQP augmented lagrangian BRGS algorithm for constrained optimization. (LSP).

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Available abstract

This report discusses research on the following topics: interior- point methods for linear programming; trust-region SQP newton`s method for general nonlinear programming problems; trust-region SQP newton`s method for large sparse nonlinear programming problems with applications to oil reservoir management; a unified approach to global convergence of trust-region methods for nonsmooth optimization; and SQP augmented lagrangian BRGS algorithm for constrained optimization. (LSP).

Key concepts: Sequential quadratic programming, Trust region, Nonlinear programming, Mathematical optimization, Convergence (economics), Augmented Lagrangian method, Nonlinear system, Interior point method

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Research on trust-region algorithms for nonlinear programming. Progress report, January 1, 1991--December 31, 1991 — Research Paper | ScholarLens