Successive linear programming - Wikipedia
Successive Linear Programming (SLP), also known as Sequential Linear Programming, is an optimization technique for approximately solving nonlinear optimization problems. [1] It is …
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slp_sqp - File Exchange - MATLAB Central - MathWorks
Oct 11, 2020 · Solve constrained, nonlinear, parameter optimization problems using sequential linear programming with trust region strategy (slp_trust), sequential quadratic programming …
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The central idea is to solve a sequence of linear programming problems by constructing a local convex hull of a number of data points in the constitutive data set for each structural member …
A sequential linear programming (SLP) approach for ... - Springer
Oct 12, 2023 · Numerical examples demonstrate the effectiveness of the proposed approach on sparse data set and its robustness with respect to the existence of noise and outliers in the …
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Nov 27, 2019 · Linear programming algorithms can operate with a 102 view to seeking basic feasible solutions for either the primal or for the dual system, or by examining 103 solutions …
Move limits definition in structural optimization with sequential ...
Mar 1, 2003 · A new SLP algorithm called LESLP was tested in 20 weight minimisation problems of truss structures and four non-truss problems ranging from mathematical programming …
A sequential linear programming approach for truss optimization …
Feb 18, 2025 · Numerical examples demonstrate that for stress-constrained truss optimization problem with the lower bound of cross-sectional area as 0, the proposed algorithm can directly …
2.2.1 Sequential Linear Programming - TU Wien
Sequential linear programming (SLP) consists of linearizing the objective and constraints in a region around a nominal operating point by a Taylor series expansion. The resulting linear …
[2211.04109] A sequential linear programming (SLP) approach for ...
Nov 8, 2022 · In this article, an efficient sequential linear programming algorithm (SLP) for uncertainty analysis-based data-driven computational mechanics (UA-DDCM) is presented.
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