Estimating Weights of Evaluation Factors on Basis of Monte Carlo Simulation

Article Preview

Abstract:

Although the value of factor weight in an evaluation work is deterministic, the solving process is random, so connection between weight solution with digital characteristics or distribution functions of specific random variables or random process could be build. Using stochastic simulation method to get a lot of random solutions to the problem, expectation of the random solutions can be used as a estimation solution. On basis of idea of Monte Carlo simulation, this paper analyzed the probability process of calculating factor weight, and provided the procedures of estimating factor weight by means of Monte Carlo simulation. Through discussion and example in this paper, feasibility and validity of this method were proved, which may make foreshadowing for follow-up research work.

You might also be interested in these eBooks

Info:

Periodical:

Pages:

1735-1740

Citation:

Online since:

December 2012

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2013 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

[1] QIAN Hao, MA Wei-zhen. Application of Analytic Hierarchy Process to Project Risk Management. Journal of Lanzhou Jiaotong University (Natural Sciences)[J]. Vol.24, No.3, Jun., 2005, p:53-56

Google Scholar

[2] HUANG Pengfei, ZHOU Jianwen, LI Zifu. Allocation study of marine patrol craft resources based on AHP. Journal of Dalian Maritime University[J]. Vol.36, No.4, Nov.,2010, p:14-16

Google Scholar

[3] JIN Hong-zhang1, YAN Li-mei1, XU Jian-jun.An Analysis of the Brittleness Process of Complex Systems Base on the Fuzzy Analytic Hierarchy Process. Systems Engineering[J]. Vol.22, No.6, Jun.,2004, p:1-4

Google Scholar

[4] JI Dong-chao, SONG Bi-feng, YU Tian-xiang. The Method of Decision-making based on FAHP and its Application. Fire Control and Command Control[J]. Vol.32, No.11,Nov.,2007, p:38-41

Google Scholar

[5] WANG Kun. Application of Monte Carlo Method to Computing Integration and Classical Probability.Journal of QuJing Normal University[J]. Vol.29, No.3, May, 2010, p:33-38

Google Scholar

[6] ZHANG Ming-quan, ZHONG Xiong. Application of Monte Carlo Simulation to Economic Evaluation of Oil and Gas Development. Journal of Southwest Petroleum University(Social Sciences Edition)[J]. Vol.14, No.4, Jul.,2012, p:6-10

Google Scholar

[7] SUN Han. Risk Analysis and Evaluation of Wind Power Project Based on Monte Carlo. Theory Monthly[J]. No.11, 2011, p:166-169

Google Scholar

[8] QIAN Cun-hua, NIE Qi-bo, SUN Yu-ling. The Analytic Hierarchy Process on basis of Importance Expressed by Triangular Fuzzy Number. Control and Decision[J].Vol.18, Suppl.1, Mar.,2003, p:130-135

Google Scholar

[9] SUN Fan-hu. Application of Triangular Fuzzy Number baesd AHP in Evaluation of Layout of Coal Roadway. Shandong Coal Science and Technology[J]. No.4, 2011, p:77-78

Google Scholar

[10] LI Chun-hui, CHEN Ri-hui, LV Li-xing, SU Heng-yu. Analysis of Safety Production Comprehensive Quality of Miner Based on Triangular Fuzzy Number. Industry and Mine Automation[J]. No.8, Aug.,2010, p:37-40.

Google Scholar