Abstract. We present a new piecewise linear approximation of non-linear optimization problems. It can be seen as a variant of classical triangulations that ...
Abstract: We present a new piecewise linear approximation of non-linear optimization problems. It can be seen as a variant of classical triangulations that ...
We present a new piecewise linear approximation of non-linear optimization problems. It can be seen as a variant of classical triangulations that leaves ...
We propose an algorithm for linear programming, which we call the Sequential Projection algorithm. This new approach is a primal improvement algorithm that ...
Bibliographic details on Optimistic MILP modeling of non-linear optimization problems.
Apr 5, 2024 · Optimistic MILP modeling of non-linear optimization problems ; European Journal of Operational Research (vol. 239, no 1) · Elsevier · 10.1016/j.
Apr 5, 2020 · The problem is to minimise a function with an equality constraint subject to some lower and upper boundary constraints. I've used the 'nloptr' ...
Missing: Optimistic MILP
Feb 1, 2022 · Nonlinear optimization studies models that are a lot more realistic than a linear model often is. This higher realism is the main benefit of ...
Missing: Optimistic MILP
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We present a new piecewise linear approximation of non-linear optimization problems. It can be seen as a variant of classical triangulations that leaves more ...