Harmonious personnel scheduling

Laurens Fijn van Draat; Gerhard F. Post; Bart Veltman; Wessel Winkelhuijzen

Harmonious personnel scheduling

Laurens Fijn van Draat, Gerhard F. Post, Bart Veltman, Wessel Winkelhuijzen

Discrete Mathematics and Mathematical Programming

Research output: Book/Report › Report › Professional

Abstract

The area of personnel scheduling is very broad. Here we focus on the ‘shift assignment problem’. Our aim is to discuss how ORTEC HARMONY handles this planning problem. In particular we go into the structure of the optimization engine in ORTEC HARMONY, which uses techniques from genetic algorithms, local optimization algorithms and variable neighborhood search. We will describe the result on an artificial test set.

Original language	Undefined
Place of Publication	Rotterdam
Publisher	Erasmus University Rotterdam
Number of pages	4
ISBN (Print)	1389-9244
Publication status	Published - 2006

Publication series

Name
Publisher	Erasmus University Rotterdam
No.	supplement/14
ISSN (Print)	1389-9244

Keywords

EWI-8144
METIS-237612
IR-63685

Access to Document

http://eprints.eemcs.utwente.nl/secure2/8144/01/Fijn_van_Draat.pdf

Cite this

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title = "Harmonious personnel scheduling",

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AU - Post, Gerhard F.

AU - Veltman, Bart

AU - Winkelhuijzen, Wessel

PY - 2006

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N2 - The area of personnel scheduling is very broad. Here we focus on the ‘shift assignment problem’. Our aim is to discuss how ORTEC HARMONY handles this planning problem. In particular we go into the structure of the optimization engine in ORTEC HARMONY, which uses techniques from genetic algorithms, local optimization algorithms and variable neighborhood search. We will describe the result on an artificial test set.

AB - The area of personnel scheduling is very broad. Here we focus on the ‘shift assignment problem’. Our aim is to discuss how ORTEC HARMONY handles this planning problem. In particular we go into the structure of the optimization engine in ORTEC HARMONY, which uses techniques from genetic algorithms, local optimization algorithms and variable neighborhood search. We will describe the result on an artificial test set.

KW - EWI-8144

KW - METIS-237612

KW - IR-63685

M3 - Report

SN - 1389-9244

BT - Harmonious personnel scheduling

PB - Erasmus University Rotterdam

CY - Rotterdam

ER -