Exact solution methods of project scheduling problems

Name: Exact solution methods of project scheduling problems
Brand: Grin Publishing
SKU: 9783638684965
Price: 92.0 RON
Availability: InStock

Autor: Carsten Heuring

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Editura: Grin Publishing

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Seminar paper from the year 2002 in the subject Business economics - Operations Research, printed si...

Informații despre carte

Autor

Carsten Heuring

Limbă

engleză

Legare

Carte - Carte broșată

Publicat

2007

Pagini

EAN

9783638684965

ISBN

3638684962

Enbook ID

01594232

Editura

Grin Publishing

Greutate

Dimensiuni

148 x 210 x 3

Descriere completă

Seminar paper from the year 2002 in the subject Business economics - Operations Research, printed single-sided, grade: 1,9, (Lehrstuhl für ABWL, insb. Betriebswirtschaftliche Entscheidungsanalyse), course: Quantitative Methoden der Projektplanung, 12 entries in the bibliography, language: English, abstract: The use of project management is continuously growing in industrial and public organizations providing an efficient instrument for mastering the challenges caused by steadily shortening product life cycles, decreasing profit margins, and global markets. One of the main tasks in project management is the scheduling of the project, that is, the temporal arrangement of activities. Resources are required to perform activities and are available with limited capacities. Therefore, within the project management the activities are to be scheduled subject to precendence and resource constraints. In practice, different types of resources may occur. Renewable resources (e.g. machines) are available at each point in time. Nonrenewable resources (e.g. money) are depleted by use. These resources only affect the scheduling of activities if activities can be carried out in alternative modes which differ, for example, in duration and amount of resources needed. To describe these scheduling problems we use mathematical models. The techniques to solve resource constrained project scheduling problems are descriebed with branch and bound methods.

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Exact solution methods of project scheduling problems

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