Technical note: masking Anstreicher’s linx bound for improved entropy bounds
Year of publication: |
2024
|
---|---|
Authors: | Chen, Zhongzhu ; Fampa, Marcia Helena Costa ; Lee, Jon |
Published in: |
Operations research. - Linthicum, Md. : INFORMS, ISSN 1526-5463, ZDB-ID 2019440-7. - Vol. 72.2024, 2, p. 591-603
|
Subject: | convex relaxations | differential entropy | environmental monitoring | maximum-entropy sampling | nonlinear combinatorial optimization | nonlinear integer optimization | Optimization | Entropie | Entropy | Theorie | Theory | Mathematische Optimierung | Mathematical programming | Stichprobenerhebung | Sampling |
-
Optimal approximation for submodular and supermodular optimization with bounded curvature
Sviridenko, Maxim, (2017)
-
Efficient solution of maximum-entropy sampling problems
Anstreicher, Kurt M., (2020)
-
On computing with some convex relaxations for the maximum-entropy sampling problem
Chen, Zhongzhu, (2023)
- More ...
-
On computing with some convex relaxations for the maximum-entropy sampling problem
Chen, Zhongzhu, (2023)
-
On sparse reflexive generalized inverse
Fampa, Marcia Helena Costa, (2018)
-
On global optimization with indefinite quadratics
Fampa, Marcia Helena Costa, (2017)
- More ...