Measuring the Total Economic Value of Restoring Ejina Banner's Ecosystem Services

Expand
  • 1. State Key Laboratory of Frozen Soil Engineering, CAREERI, CAS, Lanzhou 730000, China;
    2. State Key Laboratory of Arid Agroecology, Lanzhou University, Lanzhou 730000, China

Received date: 2001-07-26

  Revised date: 2001-09-25

  Online published: 2002-01-25

Supported by

The Innovation Project of CAS., No.KZCX1-09-04 and No.KZCX1-10-03

Abstract

The contingent valuation method (CVM) is a direct interview approach that can be used to provide acceptable measures of the economic value of preservation of natural resources. While the estimates from CVM may not be perfect, neither are estimates from any other economic or physical science model. The need for an assessment of the nonmarket benefits of restoring Ejina Banner's ecosystem is clear. In this paper, we take it as a case to analyze the WTP of restoring ecosystem service. Obtaining accurate benefit estimates using CVM requires detailed descriptions of the resource being valued. In our survey, we use a 12-page paper with maps depicting the reason why Ejina Banner ecosystem deteriorated, the means by which ecosystem services could be restoring from their current level. The actual valuation portion of the survey has three elements: (1) portrayal of the resources to be valued, (2) description of the particular mechanism to be used to pay for the resource; and (3) the question format used to elicit the respondent's money amount of willingness to pay. Due to concern over the influence of institutional and culture setting, the method of payment we adopted is payment cards in the survey. We employed a parametric model to estimate the welfare of restoring Ejina ecosystem. Their functional relationships between WTP values and the characteristics of responses are built respectively. Results from 700 in-person interviews indicate that per household would pay an average of RMB 37.96 yuan per year, US$ 40.15 for the main river household, 32.10 yuan for the rest of the Heihe basin. The aggregate benefit to residents of the Heihe basin is 15.98 million yuan annually for 20 years. Taking into account the ecosystem discount rate, the aggregated benefit of restoring Ejina Banner ecosystem is 1637 million yuan. These estimates suggest that the general public in Heihe valley would be willing to pay for restoring the Ejina banner ecosystem. Finally, we put forward some suggestions on how to apply the contingent valuation method in developing countries, and believe future efforts may apply CVM efficiently accompanying with benefit-cost analysis.

Cite this article

XU Zhong-min, ZHANG Zhi-qiang, CHENG Guo-dong, SU Zhi-yong, LU An-xin, LIN Qing, ZHANG Hai-tao . Measuring the Total Economic Value of Restoring Ejina Banner's Ecosystem Services[J]. Acta Geographica Sinica, 2002 , 57(1) : 107 -116 . DOI: 10.11821/xb200201012

References


[1] Loomis J B, Walsh R G. Recreation Economic Decisions, Comparing Benefits and Costs (second edition). Pennsylvania:Venture Publishing, Inc, 1997. 159-176.

[2] Hanemann W M, Kanninen B. The statistical analysis of discrete-response CV data. Department of Agricultural and Resource Economics, University of California at Berkeley. Working Paper No.798. 1996. 3-15.

[3] Davis R K. Recreation planning as an economic problem. Natural Resources Journal, 1963, (3):239-249.

[4] Anthony F, Krutilla J. Determination of optimal capacity of resource-based recreation facilities. Natural Resources Journal. 1972, (12):417-444.

[5] Edward M. The demand for site-specific recreational activities: a characteristics approach. Journal of Environmental Economics and Management. 1981, 8(4):345-371.

[6] Mitchell D C, Carson RT. Using surveys to value public goods, the contingent valuation method. Washington D.C. resources for the future. 1989, 85-102.

[7] Bishop R C, T A Heberlein. Measuring values of extra-market goods: Are indirect measures biased? American Journal of Agricultural Economics. 1979, 61(5):926-930.

[8] Hanemann W M. Welfare evaluations in contingent valuation experiments with discrete responses. American Journal of Agricultural Economics. 1984, 66: 332-341.

[9] Arrow K, Solow R, Portney P, Leamer E, Radner R, Schuman H. Report of the NOAA panel on contingent valuation. Federal Register. 1993, 58(10):4602-4614.

[10] Loomis J B. Environment valuation techniques in water resource decision making. Journal of Water Resources Planning and Management, 2000, 12: 339-344.

[11] Loomis J B. Panel estimators to combine revealed and stated preference dichotomous choice data. Journal of AgriCultural and Resources Economics. 1997, 22(2):233-245.

[12] Loomis J B, Gonzalez-Caban A. Comparing the economic value of reducing fire risk to spotted owl habitat in California and Oregon. Forest Science, 1997, 34(4):473-482.

[13] Loomis J B. Measuring the economic benefits of removing dams and restoring the elwha river: results of a contingent valuation survey. Water Resources Research. 1996, 32(2):441-447.

[14] Loomis J B, Kent P, Strange L, Fausch K, Covich A. Measuring the total economic value of restoring ecosystem services in an impaired river basin: results from a contingent valuation survey. Ecological Economics, 2000, 33:103-117.

[15] Academician investigation group of Chinese Academy of Science on Water resources in northwest of China. Recommendations on rationally utilizating water resources and rescueing ecology environment in Heihe and Shiyanghe valley. Bulletion of Chinese Academy of Science, 1996, (1):7-9.
[中国科学院院士西北水资源考察团, 关于黑河、石羊河流域合理用水和拯救生态问题的建议. 中国科学院院刊, 1996, (1):7-9.]

[16] Varian H R. (Translated by Fei Fangyu). Intermediate microeconomics. Shanghai: "San Nian" Bookstore, Shanghai People Press, 1995. 746-749.
[H.范里安著. 费方域译.微观经济学: 现代观点. 上海: 三联书店, 上海人民出版社,1995. 746-749.]

[17] Johansson P O. The Economic Theory and Measurement of Environmental Benefits. Cambridge: Cambridge University Press. 1987. 53-67.

[18] Cameron T A, D D Huppert. OLS versus ML estimation of non-market resource values with payment card interval data. Journal of Environmental Economics and Management. 1989, 17(3):230-246.

[19] Dudewicz E J, Mishra S N. Modern Mathematical Statistics. Singapore: John Wiley& Sons, 1988. 62-78.

[20] Lu Jiayi, Jiang Yi. Finance Management. Beijing: Tsinghua University Press, 1997. 44-49.
[卢家仪, 蒋冀主编. 财务管理. 北京: 清华大学出版社, 1997. 44-49.]

[21] Ready R C, Whitehead J C, Bloquist G C. Contingent valuation when respondents are ambivalent. Journal of Environmental Economics and Management, 1995, 29:181-196.

Outlines

/