About the structure of the integer cone and its application to bin packing
Year of publication: |
2020
|
---|---|
Authors: | Jansen, Klaus ; Klein, Kim-Manuel |
Published in: |
Mathematics of operations research. - Catonsville, MD : INFORMS, ISSN 0364-765X, ZDB-ID 195683-8. - Vol. 45.2020, 4, p. 1498-1511
|
Subject: | integer programming | bin packing | structural properties | Theorie | Theory | Ganzzahlige Optimierung | Integer programming | Packproblem | Packing problem | Heuristik | Heuristics |
-
Arcflow formulations and constraint generation frameworks for the two bar charts packing problem
Barkel, Mathijs, (2023)
-
Models and algorithms for the bin-packing problem with minimum color fragmentation
Mehrani, Saharnaz, (2022)
-
Lower bounds for three-dimensional multiple-bin-size bin packing problems
Alvarez-Valdes, Ramon, (2015)
- More ...
-
Closing the gap for makespan scheduling via sparsification techniques
Jansen, Klaus, (2020)
-
Reducibility bounds of objective functions over the integers
Eisenbrand, Friedrich, (2023)
-
Improved Approximation Schemes for Scheduling Unrelated Parallel Machines
Jansen, Klaus, (2001)
- More ...