Updating Methods for Mode Choice Models

碩士 === 國立成功大學 === 交通管理(科學)學系 === 85 === The purpose of this research is to discuss the factors that affect the updating effect of mode-choice models. Using multinomial logit model, I compared and analyzed the updating effect of several issues, i.e....

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Bibliographic Details
Main Authors: Yang, Chi-Wen, 楊志文
Other Authors: Duann Liang-Shyong
Format: Others
Language:zh-TW
Published: 1997
Online Access:http://ndltd.ncl.edu.tw/handle/28201151614428751164
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Summary:碩士 === 國立成功大學 === 交通管理(科學)學系 === 85 === The purpose of this research is to discuss the factors that affect the updating effect of mode-choice models. Using multinomial logit model, I compared and analyzed the updating effect of several issues, i.e., updating methods, sample size, utility function specification, data type, and alternative choice set. The intercity trip data between Tainan to Taipei werecollected for the empirical study. The empirical results showed: 1. Among the four updating methods, transfer scaling and joint context estimation had the best updating effect. However, the easier updating procedure of transfer scaling made it an effective and efficient updating method. 2. In the case of same alternative choice set, the sample size of 120 was large enough for model updating. When the updating samples used was 180, reestimating the model would yield better results than updating models. However, in the case of different alternative choice set, the sample size must be increased to 180 to get a good updating result. 3. The performance of utility function specification had great influence on the updating models. The specification effect was greater than updating effect. The travel behavior revealed from the exponential value of travel variables showed that the marginal utility of travel cost was diminishing while travel time was increasing. 4. The best updating combination between two data sets was original RP data plus updating RP or JP data. The ratio of 1:2 between RP and SP for the JP data worked well. 5. The updating methods could apply to added new alternative mode situation. However, the underlying assumption of IIA must be satisfied.