Proceedings of the 21st International Conference on by Ershi Qi, Jiang Shen, Runliang Dou

By Ershi Qi, Jiang Shen, Runliang Dou

Being the most effective discussion board for the presentation of latest advances and study leads to the fields of commercial Engineering, IEEM 2014 goals to supply a high-level overseas discussion board for specialists, students and marketers at domestic and overseas to provide the new advances, new options and purposes face and face, to advertise dialogue and interplay between teachers, researchers and execs to advertise the advancements and purposes of the similar theories and applied sciences in universities and organisations and to set up enterprise or examine kinfolk to discover worldwide companions for destiny collaboration within the box of commercial Engineering. the entire targets of the foreign convention are to satisfy the undertaking of the sequence convention that is to check, alternate, summarize and advertise the most recent achievements within the box of business engineering and engineering administration during the last 12 months and to suggest customers and imaginative and prescient for the additional development.

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11th International [8] [9] [10] [11] [12] [13] [14] [15] Conference of Chinese Transportation Professionals (ICCTP 2011). Gong, X. and F. Wang (2002). Three improvements on knn-npr for traffic flow forecasting. Intelligent Transportation Systems, 2002. Proceedings. The IEEE 5th International Conference on, IEEE. , H. Porwal, et al. (2002). " ITS Journal-Intelligent Transportation Systems Journal 7(1): 341. Friedman, J. , J. L. Bentley, et al. (1977). " ACM Transactions on M athematical Software (TOM S) 3(3): 209-226.

0, when ʌ൏ͳെ ొ ଶሺ஦ొ భభ ିେమమ ሻ ൫ஒౝ ିஒ౤ ൯୆ొ రర ొ ଶሺ஦ొ భభ ିେమమ ሻ ൫ஒౝ ିஒ౤ ൯୆ొ రర , 15 The lemma shows that when give the private sector over the public sector more residual control rights and பୣ satisfy ౤ <0, as Ɏ decreases,‡୬ increases. In contrast, ப஠ when the public sector over the private sector has more பୣ control and satisfies ౤>0 as ʌ increases,‡୬ increase. ப஠ From the above four Lemmas, we have drawn the following two propositions: Proposition1 On the basis of Lemma 2 and Lemma 4, when the existence of self-interest investments in public and private sectors.

When the two sides dedicated public and private investment, they face with the following two Situations. E. Qi et al. Self-interested is ‰ ୒ ሺ– ୥ ሻ , and ‰ଵ୒ ሺ– ୬ ሻ ൐ Ͳǡ ‰ଵଵ investment will do harm to the benefit of PPP projects’ income due to negative externalities, so we suppose that ୒ ୒ ୒ ଵ୒ ൐ Ͳǡ ଶ୒ ൏ Ͳǡ ଷ୒ ൐ Ͳǡ ସ୒ ൏ Ͳ˗ଵଵ ൏ Ͳǡ ଶଶ ൐ Ͳǡ ଷଷ ൏ ୒ Ͳǡ ସସ ൐ Ͳ . When Ɏ ൌ ͳ, marginal productivity of – ୥ is bigger than the situation when Ɏ ൌ Ͳ , so we suppose that ୋ ୒ ୒ ଵୋ െ ଵ୒ ൐ Ͳǡ ଵଵ െ ଵଵ ൐ Ͳ, and as to ଶୋ െ ଶ୒ ൐ Ͳǡ ଶଶ െ ୋ ୋ ୋ ୒ ୒ ଶଶ ൐ Ͳǡ ଷ െ ଷ ൐ Ͳǡ ଷଷ െ ଷଷ ൏ Ͳ C.

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