Data

C++ implementation of the algorithms given in the journal article “A New Method for Optimising a Linear Function over the Efficient Set of a Multi-objective Integer Program"

The University of Newcastle
Hadi Charkhgard (Aggregated by) Martin Savelsbergh (Aggregated by) Natashia Boland (Aggregated by)
Viewed: [[ro.stat.viewed]] Cited: [[ro.stat.cited]] Accessed: [[ro.stat.accessed]]
ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adc&rfr_id=info%3Asid%2FANDS&rft_id=1959.13/1062187&rft.title=C++ implementation of the algorithms given in the journal article “A New Method for Optimising a Linear Function over the Efficient Set of a Multi-objective Integer Program&rft.identifier=1959.13/1062187&rft.publisher=The University of Newcastle&rft.description=C++ implementation of the algorithms given in the journal article “A New Method for Optimising a Linear Function over the Efficient Set of a Multi-objective Integer Program”. This project is a Netbeans IDE 7.3.1 C++ project which is written in Linux (Ubuntu). It should also be mentioned that the code is only able to solve instances of multi-objective integer programs (with an arbitrary number of objectivefunctions) when all objective function coeecients are integer.&rft.creator=Hadi Charkhgard&rft.creator=Martin Savelsbergh&rft.creator=Natashia Boland&rft.date=2015&rft_rights= https://www.newcastle.edu.au/library/teaching-and-research-support/copyright/repository-copyright#accordion-988664&rft_subject=multi-objective integer programming&rft_subject=nondominated points&rft_subject=optimizing over the efficient set&rft_subject=Nadir point&rft.type=dataset&rft.language=English Access the data
Cite Saved to MyRDA Save to MyRDA

Full description

C++ implementation of the algorithms given in the journal article “A New Method for Optimising a Linear Function over the Efficient Set of a Multi-objective Integer Program”. This project is a Netbeans IDE 7.3.1 C++ project which is written in Linux (Ubuntu). It should also be mentioned that the code is only able to solve instances of multi-objective integer programs (with an arbitrary number of objective
functions) when all objective function coeecients are integer.

Issued: 2015

This dataset is part of a larger collection

Click to explore relationships graph
Help

Related People

Subjects
Nadir point | multi-objective integer programming | nondominated points | optimizing over the efficient set |

User Contributed Tags    

Login to tag this record with meaningful keywords to make it easier to discover

Identifiers