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The maximum and sum of two beta variables and the analysis of PERT networks · Study

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ArticleThe maximum and sum of two beta variables and the analysis of PERT networks

Domenic Sculli1985

Article1985

The maximum and sum of two beta variables and the analysis of PERT networks

Domenic Sculli · KL Wong

37 citations·0/0 files stored·Omega

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Resource-Constrained Project Scheduling Probability and Statistical Research Statistical Distribution Estimation and Applications

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References

1959Application of a Technique for Research and Development Program Evaluation 1964An Analytical Study of the PERT Assumptions 1963Letter to the Editor—Monte Carlo Methods and the PERT Problem 1963MONTE CARLO METHODS AND THE PERT PROBLEM 1962Letter to the Editor—The PERT Model for the Distribution of an Activity Time 1962Expected Critical Path Lengths in PERT Networks 1971Bounding Distributions for a Stochastic Acyclic Network 1981Why Projects Are “Always” Late: A Rationale Based on Manual Simulation of a PERT/CPM Network

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1996A study of approximating the moments of the job completion time in PERT networks 1995Evaluating Project Completion Times When Activity Times are Erlang Distributed

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Papers that cite the same references — the relational fallback while embeddings are still backfilling.

1989THE ESTIMATION OF SOME NETWORK PARAMETERS IN THE PERT MODEL OF ACTIVITY NETWORKS: REVIEW AND CRITIQUEchapter · 8 shared references 1990Stochastic networks and the extreme value distributionarticle · 7 shared references 1994The Most Critical Path in a PERT Networkarticle · 7 shared references 1996A study of approximating the moments of the job completion time in PERT networksarticle · 7 shared references 1999Resource-constrained project scheduling: Notation, classification, models, and methodsarticle · 5 shared references 2011PERT 21: Fitting PERT/CPM for use in the 21st centuryarticle · 5 shared references

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Year1985

Typearticle

Published1985-01-01

VenueOmega

ISSN-L0305-0483

Languageen

Citations37

Files0 public / 0

ShelfResource-Constrained Project Scheduling

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doi10.1016/0305-0483(85)90061-1

openalex_workW2019099582

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