DocumentCode
1599243
Title
Research on Estimating Whole Life Railway Projects According to CS, BPNN & the Plethora of Historic Data
Author
Duan, Xiaochen ; Zhang, Xiaoping ; Zhang, Jianlong
Author_Institution
Shijiazhuang Railway Inst., Shijiazhuang
Volume
5
fYear
2007
Firstpage
74
Lastpage
78
Abstract
The inaccuracy of cost estimation in feasibility study and design stage is one of main reasons that make investment of railway construction projects out of control in China. In those two stages cost estimations are affected by many uncertain factors, and the relationship among them is nonlinear and traditional model is hard to solve them. This paper applies Cost-Significant (CS) theorem to simplify the cost estimation, and sets up the forecasting methods for Cost-significant Items (CSIs) of Whole life Costing (WIC). Then the Back-propagation Neural Network (BPNN) model is made up according to BP (Back-propagation) algorithm to "distill" CSIs and cost-significant factor (csf) from the data and information of performed projects, which provides a practical solution for those problems according to the nonlinear theory. The basic theories of BPNN, CS and WIC are introduced and their applications are illustrated with an example in this paper. From the example, we can see that the relative errors are small enough for accuracy demand of cost estimations after simulation, and test result shows that the model based on CSIs, WIC and BPNN theorems is accurate and successful.
Keywords
backpropagation; costing; forecasting theory; neural nets; railways; backpropagation neural network model; cost estimation; cost-significant item; cost-significant theorem; forecasting methods; historic data; life railway project; railway construction project; whole life costing; Buildings; Costing; Costs; Economic forecasting; Investments; Life estimation; Neural networks; Productivity; Rail transportation; Railway engineering;
fLanguage
English
Publisher
ieee
Conference_Titel
Natural Computation, 2007. ICNC 2007. Third International Conference on
Conference_Location
Haikou
Print_ISBN
978-0-7695-2875-5
Type
conf
DOI
10.1109/ICNC.2007.620
Filename
4344813
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