7BURTON D, TOINT PH L.On an instance of the inverse shortest paths problem[J]. Mathematical Programming, 1992,53:45-61.
8ZHANG J Z, LIU Z H. Calculating some inverse linear programming problems[J]. Journal of computational and applied mathematics, 1996,72:261-273.
9ZHANG J Z,LIU Z H, MA Z F. On the inverse problem of minimum spanning tree with partition constraints[J], Mathematical methods of operations research, 1996,44:171-187.
10COLEMAN T F, LI Y. A globally and quadratically convergent affine scaling method for linear l1 problems[J]. Mathematical Programming, 1992,56:189-222.
3WANG Xuan, CUI Quan, LI Shu-yi. An optimal water allocation model based on water resources security assessment and its application in Zhangjiakou Region, northern China[J].Resources, Conservation and Recycling, 2012,69 : 57-65.
4WANG Dan, QI Chao, WANG Hong-wei. Improving emergency response collaboration and resource allocation by task net- work mapping and analysis[J].Safety Science,2014,70 : 9-18.
5Burton D, Ph L. Toint. On an instance of the inverse shortest paths problem~J-]. Mathematical Programming, 1992, 53(1) : 45-61.
6LI He-cheng. An evolutionary algorithm for multi-criteria inverse optimal value problems using a bilevel optimization model[J].Applied Soft Computing,2014,23 : 308-318.
8P Richard, Y Y Zhang, Florian Kerschbaum, et al. Secure collaborative supply chain planning and inverse optimization- The JELS model[J]. European Journal of Operational Research, 2011, 208(1):75-85.
9Ramadan Abdelaziz, Maurieio Zambrano-Bigiarini. Particle swarm optimization for inverse modeling of solute transport in fractured gneiss aquifer[J]. Journal of Contaminant Hydrology,2014,164 : 285-298.
10V T Alexander, B P Yakov, N Xun, et al. An analytical approach to the problem of inverse optimization with additive objective functions: An application to human prehension[J]. Journal of Mathematical Biology, 2010,61(3):423-453.