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Allocation of contingency in activity duration networks

Allocation of contingency in activity duration networks
Allocation of contingency in activity duration networks
This paper describes a method for apportioning contingency in a probabilistic network. It distinguishes between two requirements for contingency: for high variance crucial activities, and for high float noncritical activities. This enables a logical two-step apportionment, the first based upon the idea of 'cruciality', which has become established as an important indicator of an activity's importance in risk terms, and the second based upon standard ideas about float. A numerical example is given based on data used by previous work, so that a comparison of the methods can be made.
network analysis, stochastic networks, construction planning, cpm, contingency
0144-6193
441-447
Williams, Terry
085e6e3e-f94e-435c-936e-82fb0c5c4ae8
Williams, Terry
085e6e3e-f94e-435c-936e-82fb0c5c4ae8

Williams, Terry (1999) Allocation of contingency in activity duration networks. Construction Management and Economics, 17 (4), 441-447. (doi:10.1080/014461999371367).

Record type: Article

Abstract

This paper describes a method for apportioning contingency in a probabilistic network. It distinguishes between two requirements for contingency: for high variance crucial activities, and for high float noncritical activities. This enables a logical two-step apportionment, the first based upon the idea of 'cruciality', which has become established as an important indicator of an activity's importance in risk terms, and the second based upon standard ideas about float. A numerical example is given based on data used by previous work, so that a comparison of the methods can be made.

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Published date: 1999
Keywords: network analysis, stochastic networks, construction planning, cpm, contingency

Identifiers

Local EPrints ID: 36891
URI: http://eprints.soton.ac.uk/id/eprint/36891
ISSN: 0144-6193
PURE UUID: bf16366a-639f-4748-bc99-562b5339d291

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Date deposited: 23 Apr 2007
Last modified: 15 Mar 2024 07:57

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Author: Terry Williams

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