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13篇 您的检索式:作者名="ZOU BENTENG"
    题名 作者 年代 出处 被引量
1Carbon capture and storage and transboundary pollution:A differen- tial game approach 显示文摘Bertinelli Luisito Camacho Carmen Zou Benteng 2014European Journal of Operational Research2014,237,2:1
2Does urbanization foster huamn capital accumulation显示文摘BERTINELLI LUISITO ZOU BENTENG 2008The Journal of Developing Areas2008,41,2:1
3A Comparative Study of Energy Saving Technical Progress in a Vintage Capital Model 显示文摘Agustl'n Pe'rez - Barahona Benteng Zou 2006Resource and Energy Economics2006,,28:1
4Pollution Perception:A Challenge forIntergenerational Equity显示文摘Ingmar Schumacher Benteng Zou 0,,55:1
5DOES URBANIZATION FOSTER HUMAN CAPITAL ACCUMULATION?*显示文摘Bertinelli Luisito Zou Benteng 2008The Journal of Developing Areas2008,,2:1
6Vintage technology, optimal investment and technology adoption显示文摘ZOU Benteng 2006Economic Modelling2006,23,3:1
7Does Urbanization Foster Huamn Capital Accumulation显示文摘Lttisito Bertinelli Benteng Zou 2008The Journal of Developing Areas2008,41,2:1
8Does Urbanization Foster Huarnn Capiml Accumulation显示文摘Luisito Bertinelli Benteng Zou 0,,02:1
9A comparative study of energy saving technical progress in a vintage capital model显示文摘AGUSTI N PE REZ BARAHONA BENTENG ZOU 2006Resource and Energy Economics2006,,28:1
10Does Urbanization Foster Huamn Capital Accumulation?显示文摘Bertinelli Luisito Zou Benteng 2008The Journal of Developing Areas2008,41,2:1
11Pollution Perception: A Challenge for Intergenerational Equity显示文摘Ingmar Schumacher Benteng Zou 2008Journal of Environmental Economics and Management2008,,55:1
12SOME INITIAL-OBLIQUE DERIVATIVE BOUNDARY VALUE PROBLEM FOR QUASILINEAR PARABOLIC EQUATIONS WITH UNBOUNDED COEFFICIENTS显示文摘In this paper, we consider quasilinear uniformly parabolic equations: Lu = aij (t, x, u)Diju + b(t, x u, Du) - ut = 0, with regular derivative boundary value problems: Bu = u/ v + au = h(t, x). By the help of Leray-schauder fixed point theorem, we get the a priori estimates and the existence theorem.ZOU Benteng (School Of Mathematics Science, Peking University, Beijing 100871, China 15 MLH University Of Iowa, Iowa City, IA 52242-1419, USA) 2001Journal of Systems Science & Complexity2001,14,3:0
13空间索罗模型显示文摘本文作者解答了连续时间与空间上的索罗模型,证明了解的存在性以及对稳态解的收敛性。文章最后一节对不同情况下的模拟结果趋同性问题进行了说明。Carmen Camacho Benteng Zou 安滨(译) 2010经济资料译丛2010,,3:0
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