Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution

碩士 === 國立臺北科技大學 === 商業自動化與管理研究所 === 94 === In daily life, there are multitudes of engineering works in project model, in a project schedule often include a lot of activities. Because the project is to use specific resource, manpower, material resources to reach the goal in a most efficient way withi...

Full description

Bibliographic Details
Main Authors: Chia-Hsing Wang, 汪家興
Other Authors: 林逾先
Format: Others
Language:zh-TW
Published: 2006
Online Access:http://ndltd.ncl.edu.tw/handle/r4dwbs
id ndltd-TW-094TIT05682056
record_format oai_dc
spelling ndltd-TW-094TIT056820562019-06-27T05:09:14Z http://ndltd.ncl.edu.tw/handle/r4dwbs Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution 條件式部份期望值在專案進行時,對專案作業平均時間在不同機率分佈下的動態推算 Chia-Hsing Wang 汪家興 碩士 國立臺北科技大學 商業自動化與管理研究所 94 In daily life, there are multitudes of engineering works in project model, in a project schedule often include a lot of activities. Because the project is to use specific resource, manpower, material resources to reach the goal in a most efficient way within limited time so must use the technology of project management to management the activity time in project and make the whole project can be finished as scheduled. Because project management most important work is to control time, so to there are many technological kinds to analysis activity time in project management. Program Evaluation and Review Technique (PERT) is to use three time estimates (least possible time, greatest possible time, modal time) to replace Critical Path Method (CPM) for calculate each activity time under Beta distribution. The project is usually filled with uncertainties and influence factors. Consequent PERT suppose that the all activity time in project scheduled must obey Beta distribution make people to query and PERT make estimate of the mean project activity time only limiting when the project has not begun to take action. In this research is based on the PERT and use the “Conditional Partial Expected Value” towards the dynamic estimation of mean project activity time. And under the suppose activity time in project is uniform distribution, triangular distribution, Beta distribution, normal distribution for the specific situation to towards the dynamic estimation of mean project activity time so to obtain the general formula. The formula could adjust to resource and scheduled progress that would be beneficial to project schedule management in future. 林逾先 2006 學位論文 ; thesis 53 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 國立臺北科技大學 === 商業自動化與管理研究所 === 94 === In daily life, there are multitudes of engineering works in project model, in a project schedule often include a lot of activities. Because the project is to use specific resource, manpower, material resources to reach the goal in a most efficient way within limited time so must use the technology of project management to management the activity time in project and make the whole project can be finished as scheduled. Because project management most important work is to control time, so to there are many technological kinds to analysis activity time in project management. Program Evaluation and Review Technique (PERT) is to use three time estimates (least possible time, greatest possible time, modal time) to replace Critical Path Method (CPM) for calculate each activity time under Beta distribution. The project is usually filled with uncertainties and influence factors. Consequent PERT suppose that the all activity time in project scheduled must obey Beta distribution make people to query and PERT make estimate of the mean project activity time only limiting when the project has not begun to take action. In this research is based on the PERT and use the “Conditional Partial Expected Value” towards the dynamic estimation of mean project activity time. And under the suppose activity time in project is uniform distribution, triangular distribution, Beta distribution, normal distribution for the specific situation to towards the dynamic estimation of mean project activity time so to obtain the general formula. The formula could adjust to resource and scheduled progress that would be beneficial to project schedule management in future.
author2 林逾先
author_facet 林逾先
Chia-Hsing Wang
汪家興
author Chia-Hsing Wang
汪家興
spellingShingle Chia-Hsing Wang
汪家興
Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution
author_sort Chia-Hsing Wang
title Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution
title_short Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution
title_full Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution
title_fullStr Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution
title_full_unstemmed Using Conditional Partial Expected Value towards the Dynamic Estimation of Mean Project Activity Time Under Different Probability Distribution
title_sort using conditional partial expected value towards the dynamic estimation of mean project activity time under different probability distribution
publishDate 2006
url http://ndltd.ncl.edu.tw/handle/r4dwbs
work_keys_str_mv AT chiahsingwang usingconditionalpartialexpectedvaluetowardsthedynamicestimationofmeanprojectactivitytimeunderdifferentprobabilitydistribution
AT wāngjiāxìng usingconditionalpartialexpectedvaluetowardsthedynamicestimationofmeanprojectactivitytimeunderdifferentprobabilitydistribution
AT chiahsingwang tiáojiànshìbùfènqīwàngzhízàizhuānànjìnxíngshíduìzhuānànzuòyèpíngjūnshíjiānzàibùtóngjīlǜfēnbùxiàdedòngtàituīsuàn
AT wāngjiāxìng tiáojiànshìbùfènqīwàngzhízàizhuānànjìnxíngshíduìzhuānànzuòyèpíngjūnshíjiānzàibùtóngjīlǜfēnbùxiàdedòngtàituīsuàn
_version_ 1719210000167993344