Keyword: bilevel optimization

Found 51 papers in total
Bilevel programming and price setting problems
2016,
This paper is devoted to pricing optimization problems which can be modeled as bilevel...
Bilevel linear programming with fuzzy random variables through absolute deviation minimisation
2016,
This paper considers bilevel linear programming with fuzzy random variables. Through...
A hybrid genetic algorithm with solution archive for the discrete (r|p)-centroid problem
2015,
In this article we propose a hybrid genetic algorithm for the discrete ( r | p...
A bilevel programming approach to double optimal stopping
2014,
This paper treats a class of double optimal stopping problems arising in the pricing...
A combined bi‐level approach for the spatial design of rack storage area
2013,
This paper presents the problem of arrangement of storage racks for non‐uniform...
Efficiency and equity of speed limits in transportation networks
2013,
This paper examines the impact of speed limits on network efficiency, in terms of...
Comment to ‘interactive fuzzy goal programming approach for bilevel programming problem’ by S.R. Arora and R. Gupta
2011,
The fuzzy bilevel programming problem is solved in the paper using an approach of...
An algorithm for solving rule sets–based bilevel decision
                    problems
2011,
Bilevel decision addresses the problem in which two levels of decision makers each...
Interactive fuzzy random two‐level linear programming through fractile criterion optimization
2011,
In this paper, assuming cooperative behavior of the decision makers, solution methods...
A novel belief function reasoning approach to MCDM under uncertainty
2011,
This paper presents a novel belief function reasoning approach to the multiple...
A bicriteria approach to minimize the total weighted number of tardy jobs with convex controllable processing times and assignable due dates
2011,
We study a single‐machine scheduling problem in a flexible framework where both...
On the development of Bi‐Level Integrated System Collaborative Optimization
2011,
Bi‐Level Integrated System Collaborative Optimization (BLISCO) is a new...
A fuzzy approach for bi-level integer non-linear programming problem
2006,
Bi-level programming, a tool for modeling decentralized decisions, consists of the...
Bi-level optimization in transportation analysis
2005,
This paper presented a unified description of the transportation bi-level optimization...
Dual theories of general multicommodity minimal cost flow problems
2002,
Based on the properties of general multicommodity minimal cost flow problems, the...
Linear bilevel problems: Genericity results and an efficient method for computing local minima
2002,
This paper is concerned with linear bilevel problems. These non-convex problems are...
On generalized semi-infinite optimization and bilevel optimization
2002,
The paper studies the connections and differences between bilevel problems (BL) and...
Model and interactive algorithm of bi-level multi-objective decision-making with multiple interconnected decision makers
2001,
Furthering a prior research on two-person bi-level multi-objective decision-making...
A trust region algorithm for nonlinear bilevel programming
2001,
We propose to solve generalized bilevel programs by a trust region approach where the...
Pareto optimality for bi-level programming problem with fuzzy parameters
2001,
Multi-level programming (MLP) approaches are developed to solve decentralized planning...
Spanning tree-based genetic algorithm for bicriteria transportation problem
1998,
In this paper, we present a new approach which is spanning tree-based genetic...
A note on a modified simplex approach for solving bilevel linear programming problems
2000,
We analyze the article ‘A modified simplex approach for solving bilevel linear...
Efficient points in the biobjective cent-dian problem
2000,
This paper analyzes the cent-dian problem on a weighted connected undirected network...
Full ordering Voronoi sets for bi-facility bicriterion (max, sum) location on networks
2000,
The Bi-facility Max-Sum Location problem on networks consists of finding a pair of...
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