A class of problems for which cyclic relaxation converges linearly
Year of publication: |
2008
|
---|---|
Authors: | Rautenbach, Dieter ; Szegedy, Christian |
Published in: |
Computational optimization and applications : an international journal. - Norvell, Mass. : Springer, ISSN 0926-6003, ZDB-ID 1157578-5. - Vol. 41.2008, 1, p. 53-60
|
Subject: | Theorie | Theory | Mathematische Optimierung | Mathematical programming | Konjunktur | Business cycle | Wirtschaftliche Konvergenz | Economic convergence |
-
A convergent decomposition method for box-constrained optimization problems
Cassioli, Andrea, (2009)
-
Convergence analysis for distributionally robust optimization and equilibrium problems
Sun, Hailin, (2016)
-
On a compactness theorem for epi convergent sequences of functions
Wets, Roger J.-B., (1984)
- More ...
-
Algorithmic and structural aspects of the P3-Radon number
Dourado, Mitre C., (2013)
-
On some hard and some tractable cases of the maximum acyclic matching problem
Fürst, Maximilian, (2019)
-
Sandwiches missing two ingredients of order four
Alvarado, José D., (2019)
- More ...