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Frontiers of Engineering Management

ISSN 2095-7513

ISSN 2096-0255(Online)

CN 10-1205/N

Postal Subscription Code 80-905

Front. Eng    2017, Vol. 4 Issue (4) : 437-450    https://doi.org/10.15302/J-FEM-2017068
RESEARCH ARTICLE
Robust public-private partnerships for joint railway and property development
Ka Fai NG, Hong K. LO(), Yue HUAI
Department of Civil and Environmental Engineering, The Hong Kong University of Science and Technology, Hong Kong, China
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Abstract

The involvement of the private sector in the construction or operation of an infrastructure project may enhance the financial viability of projects, which facilitates the formation of public-private partnership (PPP) for project delivery. PPP exploits the strength of the private sector by shifting certain project risks from the public party to the private sector who can efficiently manage certain risks. In joint railway and housing development, the approach of bundling railway and housing development (R&HD) allows cross-subsidization between immense railway construction cost and profitable housing rental revenue. This approach also provides flexibility in incorporating PPP models by distributing railway and housing revenues and costs and their inherent risks properly to the public and private sectors. Ng and Lo (2015a) developed an evaluation framework for joint railway and property development, which evaluates PPPs based on financial and construction criteria for selecting the best suitable PPP for a particular project. This study, which is based on the framework in Ng and Lo (2015a), aims to examine the robustness of various PPP configurations. This study analyzes the effects of PPP configurations on stakeholders’ risks and returns under population or demand growth and railway construction cost uncertainties. The eventual outcome of particular PPP configurations is also examined. This study also seeks to answer the following questions: How would optimal configuration change under highly volatile population and railway construction cost? Are there PPP configurations that are robust to these uncertainties and those that are sensitive to a particular uncertainty? This understanding is critical for managing risks and facilitating the formation of appropriate PPP for R&HD.

Keywords public-private partnership      BFOOD      housing and railway development     
Corresponding Author(s): Hong K. LO   
Just Accepted Date: 30 October 2017   Online First Date: 07 November 2017    Issue Date: 14 December 2017
 Cite this article:   
Ka Fai NG,Hong K. LO,Yue HUAI. Robust public-private partnerships for joint railway and property development[J]. Front. Eng, 2017, 4(4): 437-450.
 URL:  
https://academic.hep.com.cn/fem/EN/10.15302/J-FEM-2017068
https://academic.hep.com.cn/fem/EN/Y2017/V4/I4/437
Fig.1  (a) Three steps of the binomial lattice for population demand uncertainty; (b) a possible path
PPP modelsBuild (B)Fund (F)Own (O)Operate (O)Develop property (D)MPGTPC
BRFRORORDRRRRRR/R→G
BRFRORORDGRRRRGG→RR→G
BRFGOGORDRRGGRR/R→G
BGFGOGORDGGGGRGG→R/
BGFGOGOGDGGGGGG//
Tab.1  Assignment of BFOOD decision to parties with payback mechanisms
PPP modelsPrivate CompanyGovernment
BRFRORORDRPh+PrCrcTPCY1TPCY1
BRFRORORDGPrCrcTPCY1+MPGX1Ph+TPCY1MPGX1
BRFGOGORDRPh+PrTPCY2TPCY2Crc
BGFGOGORDGPr+MPGX1PhCrcMPGX1
BGFGOGOGDG/Ph+PrCrc
Tab.2  Benefits of private company and government
PPP modelsμDσDμKσKυr4υh1XMPGYTPC
BRFRORORDRμDσDμKσKυr4υh1/Y1
BRFRORORDGμDσDμKσKυr4υh1X1Y1
BRFGOGORDRμDσDμKσKυr4υh1/Y2
BGFGOGORDGμDσDμKσKυr4υh1X1/
BGFGOGOGDGμDσDμKσKυr4υh1//
Tab.3  Parameter setting for PPP models in the evaluation framework
Fig.2  (a) Private company benefit; (b) government benefit in PPP models
ModelPrivate company (R)Government (G)Consumer surplus
Expected value/(107 HKD)Standard deviation/(107 HKD)COV/%Expected value/(107 HKD)Standard deviation/(107 HKD)COV/%Expected value/(109 HKD)Standard deviation/(108 HKD)COV/%
126.3002.74010.435.3300.4348.141.2403.50028.16
20.5200.986189.7330.2002.2007.291.6705.38032.13
325.0002.4209.706.6100.67210.151.2603.67029.20
42.1101.19056.4128.7002.2807.961.6905.20030.76
529.9002.2607.551.7105.39031.60
Tab.4  The resultant private company benefit, government benefit, and total consumer surplus
Fig.3  Total consumer surplus in PPP models
Fig.4  Housing revenues and costs in (a) Model 1 and (b) Model 2
Fig.5  Housing profit in (a) Model 1 and (b) Model 2
Fig.6  Railway revenue in (a) Model 1 and (b) Model 2
Fig.7  Benefits of (a) the private company and (b) the government in Model 1
CaseModel 1Model 2Model 3Model 4Model 5
RGRGRGRGRG
Case 126.255.330.5230.2224.976.612.1128.67029.92
Case 227.135.261.3028.6225.536.633.0926.66029.14
Case 327.875.152.2924.8626.316.684.3922.30025.92
Case 428.494.963.8116.1127.076.546.4912.87018.50
Tab.5  Expected benefits of the private company (R) and the government (G) under different demand cases unit: 107 HKD
CaseModel 1Model 2Model 3Model 4Model 5
RGRGRGRGRG
Case 110.48.1189.77.39.710.256.48.07.5
Case 29.510.492.013.28.910.449.716.510.9
Case 39.212.459.126.58.410.342.233.422.9
Case 48.515.240.862.87.413.532.786.651.1
Tab.6  Coefficients of variation of the benefits of the private company (R) and the government (G) under different demand cases, (%)
Fig.8  Benefits of (a) the private company and (b) the government in Model 2
Fig.9  (a) MPG and (b) TPC under in Model 2
Fig.10  Benefits of (a) the private company and (b) the government in Model 3
Fig.11  Benefits of (a) the private company and (b) the government in Model 4
Fig.12  Benefit of the government in Model 5
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[2] Albert P.C. CHAN, Robert OSEI-KYEI, Yi HU, Yun LE. A fuzzy model for assessing the risk exposure of procuring infrastructure mega-projects through public-private partnership: The case of Hong Kong-Zhuhai-Macao Bridge[J]. Front. Eng, 2018, 5(1): 64-77.
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