|
Title:
|
MULTI-FOLLOWER LINEAR BILEVEL PROGRAMMING: MODEL AND KUHN-TUCKER APPROACH |
|
Author(s):
|
Jie Lu , Chenggen Shi , Guangquan Zhang , Da Ruan |
|
ISBN:
|
972-99353-6-X |
|
Editors:
|
Nuno Guimarães and Pedro Isaías |
|
Year:
|
2005 |
|
Edition:
|
1 |
|
Keywords:
|
Linear bilevel programming, Kuhn-Tucker approach, Optimization, Decision making. |
|
Type:
|
Full Paper |
|
First Page:
|
81 |
|
Last Page:
|
88 |
|
Language:
|
English |
|
Cover:
|
|
|
Full Contents:
|
click to dowload
|
|
Paper Abstract:
|
The majority of research on bilevel programming has centered on the linear version of the problem in which only one leader and single follower are involved. This paper proposes a general model and Kuhn-Tucker approach for linear bilevel programming problems in which one leader and multiple follower(s) are involved, and there may (not) be sharing variables among the followers. Finally, a numeric example is given to show how the Kuhn-Tucker approach is applied to solve multi-follower linear bilevel problems. |
|
|
|
|
|
|