2015. Bilevel Programming Problems: Theory, Algorithms and Applications to Energy Networks. Springer.Dempe, Stephan, Vyacheslav Kalashnikov, Gerardo A P´erez-Vald´es, and Nataliya Kalash- nykova (2015). Bilevel programming problems: theory, algorithms and applications to energy networks. ...
This article is dedicated to the study of bilevelPatrick MehlitzOptimization: A Journal of Mathematical Programming and Operations ResearchP. Mehlitz, Bilevel programming problems with simple convex lower level, Optimization 65 (2016), no. 6, 1203-1227....
Faustino, “The Linear-Quadratic Bilevel Programming Problem,” Informat. Syst. Operat. Res. 32 , 87–98 (1994).Paul H. Calamai and Luis N. Vicente. Generating linear and linear-quadratic bilevel programming problems. SIAM Journal of Scientific Computing , 14(4):770–782, 1994.Júdice J,...
Bilevel programming problems are often reformulated using the Karush–Kuhn–Tucker conditions for the lower level problem resulting in a mathematical program with complementarity constraints(MPCC). Clearly, both problems are closely related. But the answer to the question posed is "No" even in the ...
and mixed integer bilevel problems when the dimension of the follower’s integer decision variable is fixed. Fangh¨ anel and Dempe [21] investigated bilevel programming prob- lems with discrete lower-level and continuous upper-level problems and analyzed the structure of these problems, ...
1) bilevel programming 两层规划 1. Orthogonal genetic algorithm for a class of nonlinearbilevel programming; 基于正交遗传算法的非线性两层规划问题解法 2. Hierarchical optimization algorithm-based solutions to a class ofbilevel programmingproblems; ...
1) transportation bilevel programming problems 交通双层规划问题 2) dynamic transportation problem 动态交通规划问题 1. Under lane reservation strategy,it gives rise to a newdynamic transportation problem. 基于专用道设置的策略,该文提出了一个新的动态交通规划问题。
Global convergence of an interior-point potential reduction algorithm fornonlinear programming problems.; 非线性规划问题的一个内点势减算法的全局收敛性 3. Presents a specialnonlinear programming problems,its objective function contains absolute value symbol,this kind of problem can be transformed to the so...
The bilevel programming (BLP) problem is a leader-KalpanaUIETDahiyaUIETVanitaUIETVermaUIETVikasUIETSharmaUIETOptimization: A Journal of Mathematical Programming and Operations ResearchV. Sharma, K. Dahiya, and V. Verma, A class of integer linear fractional bilevel program- ming problems, ...
Dempe S.A necessary and a sufficient optimality condition for bilevel programming problems. Optimization . 1992S. Dempe, “A Necessary and a sufficient optimality condition for bilevel programming problems,” Optimization 25 (1992) 341–354. MathSciNet...