GEOGRAPHICAL RESEARCH 鈥衡�� 2009, Vol. 28 鈥衡�� Issue (1): 129-142.DOI: 10.11821/yj2009010015

鈥� Environment and Ecology 鈥� Previous Articles     Next Articles

Study on the components of ecological footprint and biocapacity in China 1949-2006 based on entropy method

CHEN Cheng-zhong1, LIN Zhen-shan2   

  1. 1. Department of Geographical Science, Hubei Normal University, Huangshi 435002, China;
    2. School of Geography Science, Nanjing Normal University, Nanjing 210046, China
  • Received:2008-02-14 Revised:2008-09-30 Online:2010-11-20
  • Supported by:

    鍥藉鑷劧鍩洪噾椤圭洰(40371044)鍜屽浗瀹�"211"浜屾湡宸ョ▼閲嶅ぇ椤圭洰璧勫姪

涓浗浜哄潎鐢熸�佽冻杩瑰拰鐢熺墿鎵胯浇鍔� 鏋勬垚鐨勫彉鍔ㄨ寰�

闄堟垚蹇�1, 鏋楁尟灞�2   

  1. 1. 婀栧寳甯堣寖瀛﹂櫌鍦扮悊绉戝绯�,婀栧寳 榛勭煶 435002;
    2. 鍗椾含甯堣寖澶у鍦扮悊绉戝瀛﹂櫌,姹熻嫃 鍗椾含 210046
  • 浣滆�呯畝浠�:闄堟垚蹇�(1970-) 鐢�,灞变笢骞抽倯浜�,鍗氬+,鍓暀鎺堛�備富瑕佷粠浜嬬敓鎬佽祫婧愮爺绌躲��
  • 鍩洪噾璧勫姪:

    鍥藉鑷劧鍩洪噾椤圭洰(40371044)鍜屽浗瀹�"211"浜屾湡宸ョ▼閲嶅ぇ椤圭洰璧勫姪

Abstract:

Two concepts of ecological footprint component index (EFCI) and bicapacity component index (BCCI) are proposed based on ecological footprint (EF) and entropy methods in this paper. EFCI and BCCI in China 1949-2006 are calculated, and predicted with autoregressive integrated moving average (ARIMA) model. The results show that: 1) Over the last 57 years, EFCI in China has constantly increased with fluctuation, being 0.0081 in 1949 and 0.0285 in 2006, respectively. BCCI has slowly decreased with fluctuation, but increased in some years. For example, BCCI is 0.0264 in 1949, 0.0147 in 1983, 0.0169 in 1984, and 0.0132 in 2006, respectively. 2) Many tests (including ADF and PP unit root test of residues, fitting forecast and real series) show that ARIMA (2, 1, 1) model of EFCI, ARIMA (1, 1, 1) model of BCCI are their optimum prediction models, respectively. The forecasts calculated from 2007 to 2010 indicate that EFCI will increase to 0.0293 in 2007 and then fall to 0.0280 in 2010, while BCCI will decrease to 0.0129 in 2010. The relationship between EFCI and each of the selected ten influencing factors with prominent correlative coefficients is analyzed. A model between EFCI and the ten factors is constructed based on partial least-squares regression (PLSR) method in order to explore their sequence of correlation influence. The results show that the positive correlation sequence is urban population, primary industry output value, total population, total value of imports and exports, and tertiary industry output value. The negative correlation sequence is government consumption expenditure, rural population, resident consumption expenditure, per capita GDP, and secondary industry output value. The modeling of the abundance indices is a useful tool for a better understanding of the dynamics of EF component, and enables short-term quantitative recommendations of ecosystem management. The effective approaches which could boost up sustainable development in China may be adjusting population structure, boosting primary industry and international trade development, holding down resident consumption and government consumption expenditures, and moderate growth of GDP including secondary industry.

Key words: ecological footprint component index (EFCI), biocapacity component index (BCCI), entropy method, ARIMA, PLSR

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