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澜沧江-湄公河国际航运发展研究 被引量:3

The Research on International Shipping Development of Lancang-Mekong River
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摘要 澜沧江-湄公河是连接中、老、缅、泰、柬、越六国的重要国际河流,经过10多年的发展,澜沧江-湄公河国际航运迎来了新一轮的发展契机。文章综合分析了澜沧江-湄公河国际航运在运量、航道、港口、船舶等方面的发展现状,提出了加快澜沧江-湄公河国际航运发展的建议。 Lancang-Mekong river is an important international river which connects between China, Laos, Myanrnar, Thailand, Cambodia and Vietnam. With over 10 years, the international shipping of Lancang-Mekong river ushers in new developmental opportunities. This paper analyzes the current situation of international shipping of Lancang-Mekong river, including the channel, shipping amount, port, ship, and puts forward some advice to accelerate the development of international shipping of Lancang-Mekong river.
作者 孟慧 刘润华
机构地区 云南工商学院
出处 《现代工业经济和信息化》 2015年第6期16-18,27,共4页 Modern Industrial Economy and Informationization
基金 云南省教育厅科学研究基金项目"关于中国-东盟自由贸易区对云南物流产业影响研究"(项目编号:2012C059)
关键词 澜沧江-湄公河 国际航运 现状 发展 Lancang-Mekong river international shipping current situation development
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  • 1MILLER K S,ROSS B. An introduction to the fractional calculus and fractional differential equation [ M ]. New York:Wiley, 1993.
  • 2KILLBAS A A, SRIVASTAVA H M, TRUJILLO J J. Theory and application of fraction differential equation [ M ]//North - Holland Mathematic Studies 204. Amsterdam : Elsevier Science B V ,2006.
  • 3DELBOSCO D, RODINO L. Existence and uniqueness for a nonlinear fractional differential equation [ J ]. J Math Anal Appl, 1996,204 : 609 -625.
  • 4SALEM H A H. On the existence of continuous solutions for a singular system of nonlinear fractional differential equations [ J ]. Appl Math Comput,2008,198:445-452.
  • 5SU X. Boundary value problem for a coupled system of nonlinear fractional differential equations [ J ]. Appl Math Lett,2009, 22:64-69.
  • 6AHMAD B, NIETO J J. Existence results for a coupled system of nonlinear fractional differential equations with three - point boundary conditions[J]. Comput Math Appl,2009 ,58 :1 $5g-1 845.
  • 7BAI Z, LV H. Positive solutions for boundary value problem of nonlinear fractional differential equation[ J ]. J Math Anal Ap- pl, 2005,311:495-505.
  • 8ZHANG S. Positive solution for boundary value problem of nonlinear fractional differential equations [ J ]. Elect J Diff Eqns, 2006,36 : 1-12.
  • 9LIANG Si-hua, ZHANG Ji-hui. Positive solution for boundary value problem of nonlinear fractional differential equation [ J ]. Nonlinear Anal ,2009,71:5 545-5 550.
  • 10GOODRICH C S. Existence of a positive solution to a class of fractional differential equations[J]. Appl Math Lett ,2010 ,23 : 1 050-1 055.

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