Exact algorithm for matrix-based project planning problems

•A novel PDM matrix is proposed to model agile software development projects.•A novel EPR algorithm proposed to specify the best n probable project scenarios.•The proposed EPR algorithm specifies the best n feasible project structures.•The EPR determines how to restructure a project plan if manageme...

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Published inExpert systems with applications Vol. 42; no. 9; pp. 4460 - 4473
Main Author Kosztyan, Zsolt T
Format Journal Article
LanguageEnglish
Published Elsevier Ltd 01.06.2015
Subjects
Algorithms
Decision making
Decision-making tools
Exact algorithms
Expert systems
Project management
Project planning
Project planning methods
Supporting traditional and agile project managements
Tasks
Project planning methods
Decision-making tools
Supporting traditional and agile project managements
Exact algorithms
Online AccessGet full text
ISSN0957-4174
1873-6793
DOI10.1016/j.eswa.2015.01.066

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Abstract •A novel PDM matrix is proposed to model agile software development projects.•A novel EPR algorithm proposed to specify the best n probable project scenarios.•The proposed EPR algorithm specifies the best n feasible project structures.•The EPR determines how to restructure a project plan if management claims change. This paper proposes a new matrix-based project planning method that takes into consideration task importance or probability of completions thus determines and ranks the importance or probability of possible project scenarios and project structures. The proposed algorithm is fast, aims to select the most important project scenarios or the least cost/time demanding project structures. The algorithm is generic, can host several types of goals dictated by the characteristics of project management and as such can be the fundamental element of a project expert- and decision-making system.
AbstractList •A novel PDM matrix is proposed to model agile software development projects.•A novel EPR algorithm proposed to specify the best n probable project scenarios.•The proposed EPR algorithm specifies the best n feasible project structures.•The EPR determines how to restructure a project plan if management claims change. This paper proposes a new matrix-based project planning method that takes into consideration task importance or probability of completions thus determines and ranks the importance or probability of possible project scenarios and project structures. The proposed algorithm is fast, aims to select the most important project scenarios or the least cost/time demanding project structures. The algorithm is generic, can host several types of goals dictated by the characteristics of project management and as such can be the fundamental element of a project expert- and decision-making system.
This paper proposes a new matrix-based project planning method that takes into consideration task importance or probability of completions thus determines and ranks the importance or probability of possible project scenarios and project structures. The proposed algorithm is fast, aims to select the most important project scenarios or the least cost/time demanding project structures. The algorithm is generic, can host several types of goals dictated by the characteristics of project management and as such can be the fundamental element of a project expert- and decision-making system.
Author Kosztyán, Zsolt T.
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Keywords Project planning methods
Decision-making tools
Supporting traditional and agile project managements
Exact algorithms
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Snippet •A novel PDM matrix is proposed to model agile software development projects.•A novel EPR algorithm proposed to specify the best n probable project...
This paper proposes a new matrix-based project planning method that takes into consideration task importance or probability of completions thus determines and...
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SubjectTerms Algorithms
Decision making
Decision-making tools
Exact algorithms
Expert systems
Project management
Project planning
Project planning methods
Supporting traditional and agile project managements
Tasks
Title Exact algorithm for matrix-based project planning problems
URI https://dx.doi.org/10.1016/j.eswa.2015.01.066
https://www.proquest.com/docview/1825460514
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