Nondominated equilibrium solutions of multiobjective two-person nonzero-sum games in normal and extensive forms
Fourth International Workshop on Computational Intelligence & Applications Proceedings : IWCIA 2008
Page 13-22
published_at 2008-12
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| File | |
| Title ( eng ) |
Nondominated equilibrium solutions of multiobjective two-person nonzero-sum games in normal and extensive forms
|
| Creator |
Nishizaki Ichiro
|
| Source Title |
Fourth International Workshop on Computational Intelligence & Applications Proceedings : IWCIA 2008
|
| Start Page | 13 |
| End Page | 22 |
| Abstract |
In this paper, we review the development of studies on multiobjective noncooperative games, and particularly we focus on nondominated equilibrium solutions in multiobjective two-person nonzero-sum games in normal and extensive forms. After outlining studies related to multiobjective noncooperative games, we treat multiobjective two-person nonzero-sum games in normal form, and a mathematical programming problem yielding nondominated equilibrium solutions is shown. As for extensive form games, we first provide a game representation of the sequence form, and then formulate a mathematical programming problem for obtaining nondominated equilibrium solutions.
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| NDC |
Technology. Engineering [ 500 ]
|
| Language |
eng
|
| Resource Type | conference paper |
| Publisher |
IEEE SMC Hiroshima Chapter
|
| Date of Issued | 2008-12 |
| Rights |
(c) Copyright by IEEE SMC Hiroshima Chapter.
|
| Publish Type | Version of Record |
| Access Rights | open access |
| Source Identifier |
[ISSN] 1883-3977
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