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1、 4 4.1 4.1.1 ; 4.1.2 : , , : 599 . , , , . , . Granger 1 . 12 Granger . . (GDP 12; (VBTM , GDP , . 19892007 , , . , , . , , ADF , 1 . : , ; , 95% , . , , . 1 GDP ( , , 1 0.9998 (GDP ( , , 6 0.6451 (GDP ( , , 6 0.0004 VBTM ( , , 2 1.0000 (VBTM ( , , 2 0.9987 (VBTM ( , , 1 0.0014 E-G , 2 . 95% , GDP V
2、BTM , , . 2 5% GDP-VBTM ( , , 1 2.101025 1.962813 : GDP = 24416.96 + 0.010410VBTM R = 0.974202 Granger , 3 . 95% , Granger , . 3 Granger GDP V BT M Granger 4 0.01636 4 0.01116 V BT M GDP Granger : , Granger . 2 2 2 13 2 , , . , : , . , , , , : (x1t , x2t T = (x2t , x1t T (i = 1 : , i=2: (11 , 4.1.3
3、600 30 G ranger 4.2 4.2.1 3 G ranger AHP , ; . , , , 4. 1416 . 17 . 4 0.4231 0.2272 0.0592 0.0116 0.0227 0.0227 0.0064 0.1515 0.0757 0.1085 0.1085 0.1050 0.2298 0.2298 0.0873 0.1310 GDP GDP GDP 4.2.2 ( (8(10. (11 (6, (7, k = 2 : , 1 ( R&D GDP GDP (12 ct = , 4.3 2007 2 i=1 31 ( . 0.0870,0.7658 , , .
4、0.3 ( . 0.2 ( ( , . 5 , , , 0.6015, 0.9894 , 0.3879. , . , , , . , , , . , , , . , , , . 5 . x1t , x2t , x1t , x2t 0, 1, (xit xit 2 m 2 i=1 si k = 1 (x1t x2t 2 + (x2t x1t 2 2 2 = 1 |x1t x2t | s1 = s2 = 1. 31 ( , 2007 5 4 x1,2007 0.7551 0.6515 0.4839 0.4484 0.4228 0.4407 0.4007 0.3212 0.3357 0.3298 0
5、.2579 0.3666 0.2864 0.1982 0.3002 0.2158 0.4677 0.2065 0.2178 0.2870 0.3322 0.2583 0.2625 0.2957 0.2075 0.2883 0.1853 0.1724 0.1916 0.2023 0.1685 , : 2007 x2,2007 0.7277 0.8801 0.4301 0.4110 0.3053 0.2971 0.2125 0.2251 0.1762 0.1722 0.1839 0.1397 0.1560 0.1875 0.1450 0.1597 0.0693 0.1341 0.1288 0.07
6、61 0.0607 0.0851 0.0799 0.0584 0.0811 0.0445 0.0818 0.0866 0.0654 0.0575 0.0056 5 x2007 0.7414 0.7658 0.4570 0.4297 0.3641 0.3689 0.3066 0.2731 0.2560 0.2510 0.2209 0.2531 0.2212 0.1929 0.2226 0.1878 0.2685 0.1703 0.1733 0.1815 0.1965 0.1717 0.1712 0.1771 0.1443 0.1664 0.1335 0.1295 0.1285 0.1299 0.
7、0870 c2007 0.9726 0.7713 0.9462 0.9626 0.8825 0.8564 0.8117 0.9039 0.8405 0.8424 0.9260 0.7732 0.8696 0.9894 0.8448 0.9439 0.6015 0.9277 0.9109 0.7890 0.7285 0.8268 0.8174 0.7627 0.8735 0.7561 0.8965 0.9143 0.8738 0.8552 0.8372 d2007 0.8492 0.7686 0.6576 0.6431 0.5668 0.5621 0.4989 0.4969 0.4638 0.4
8、598 0.4523 0.4424 0.4386 0.4368 0.4336 0.4210 0.4019 0.3975 0.3973 0.3785 0.3783 0.3768 0.3741 0.3675 0.3550 0.3547 0.3460 0.3441 0.3351 0.3333 0.2699 601 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 , ( , 4 . 4 : 10 ( , , , , , . . 10 ( . , ; , , . , , . ( , .
9、 4 2007 , , . , . : , . , , . 1 10 11 21 22 31 : . 2008 2008 . , 602 5 , 1 . (2007 10 15 R. : , 2 3 4 . 30 , , , . , , , 2007 31 . : , . , . , , . 5 6 7 8 9 10 11 12 13 14 15 16 17 , 2007. Hu J T. Hold high the great banner of socialism with Chinese characteristics and strive for new victories in bu
10、ilding a moderately prosperous society in all respects Report to the Seventeenth National Congress of the Communist Party of China on Oct. 15, 2007R. Beijing: Peoples Press, 2007. , , . M : ,1996. Yang S H, Liao Z B, Zheng Z Q. Urban Eco-Environmental SciencesM. Beijing: Science Press, 1996. . M. :
11、, 1998. Gu P L. Systems Analysis and CoordinationM. Tianjin: Tianjin University Press, 1998. , , , . J. , 2004, 22(3: 3439. Chen C J, Ma X W, Wei Y M, et al. A harmony analysis on system of economy and resourceJ. Systems Engineering, 2004, 22(3: 3439. , . M. : , 2000. Zeng Z X, Gu P L. Dynamic Analy
12、sis and Assessment for Sustainable DevelopmentM. Beijing: Science Press, 2000. . J. , 1999, 19(2: 171177. Liao Z B. Quantitative judgement and classication system for coordinated development of environment and economyJ. Tropical Geography, 1999, 19(2: 171177. , , , . GDP J. , 2006, 26(1: 111115. Wan
13、g J N, Lu Y T, Zhou J S, et al. Analysis of China resource-environment Gini coecient based on GDPJ. China Environmental Science, 2006, 26(1: 111115. . J. ,1996, 2: 1318. Sun J J. Research of that science and technology economy society coordination development modelJ. Chinese Journal of Management Sc
14、ience, 1996, 2: 1318. , . DEA J. , 2005, 2: 144148. Ke J, Li C. Study on the coordinated development of regional resource, environment and economy in China based on DEA cluster analysisJ. China Soft Science, 2005, 2: 144148. Shih F Y, Wu Y T. Three-dimensional Euclidean distance transformation and i
15、ts application to shortest path planningJ. Pattern Recognition, 2004, 37(1: 7992. Haken H. Synergetics-an interdisciplinary approach to phenomena of self-organizationJ. Geoforum, 1985, 16(2: 205211. , , . Granger J. , 2005, 23(7: 8588. Wang H P, Tian P, Jin P. Granger causality analysis to the relat
16、ionship between expenditure for science & technology and economic growth in ChinaJ. Systems Engineering, 2005, 23(7: 8588. Engle R F, Granger C W J Cointegration and error correction: Representation, estimation, and testingJ Econometrica, 1987, 55(2: 251276. . J. , 2000, 8: 79. Zhu L M. Indicators f
17、or coordinated development assessment of regional economy and technologyJ. Quantitative & Technical Economics, 2000, 8: 79. Grupp H, Mogee M E. Indicators for national science and technology policy: How robust are composite indicatorsJ. Research Policy, 2004, 33: 13731384. , , . -G1 J. , 2008, 26(6: 12101220. Chi G T, Zhu Z C, Zhang Y L. The science and technology evaluation model based on entropy and G1 and emp
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