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Mathematical Models and Optimization in Line Structure Routing: Survey and Advanced Results

Mathematical Models and Optimization in Line Structure Routing: Survey and Advanced Results
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摘要 Under study is the optimization problem of line structure (primarily railroad) routing. The improved mathematical models and algorithms of vertical alignment by set versions of the route plan are offered. The problem is solved in some stages in interrelation with other design problems. The original algorithm of descent is given for solving the arising problem of nonlinear programming. Structural features of constraints are used and so it is not required to solve any systems of linear equations. Under study is the optimization problem of line structure (primarily railroad) routing. The improved mathematical models and algorithms of vertical alignment by set versions of the route plan are offered. The problem is solved in some stages in interrelation with other design problems. The original algorithm of descent is given for solving the arising problem of nonlinear programming. Structural features of constraints are used and so it is not required to solve any systems of linear equations.
出处 《International Journal of Communications, Network and System Sciences》 2012年第9期631-637,共7页 通讯、网络与系统学国际期刊(英文)
关键词 ROUTE HORIZONTAL and Vertical ALIGNMENT Nonlinear PROGRAMMING Objective Function Reduced GRADIENT Route Horizontal and Vertical Alignment Nonlinear Programming Objective Function Reduced Gradient
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