Inverse Stackelberg Solutions for Games with Many Followers

The paper is devoted to inverse Stackelberg games with many players. We consider both static and differential games. The main assumption of the paper is the compactness of the strategy sets. We obtain the characterization of inverse Stackelberg solutions and under additional concavity conditions, es...

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Main Author:	Yurii Averboukh
Format:	Article
Language:	English
Published:	MDPI AG 2018-08-01
Series:	Mathematics
Subjects:	inverse Stackelberg games incentives differential games
Online Access:	http://www.mdpi.com/2227-7390/6/9/151

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spelling	doaj-041b39105b7c4cdbb1b5a0fab4cf3f212020-11-24T23:48:54ZengMDPI AGMathematics2227-73902018-08-016915110.3390/math6090151math6090151Inverse Stackelberg Solutions for Games with Many FollowersYurii Averboukh0Department of Control systems, Krasovskii Institute of Mathematics and Mechanics, 16, S. Kovalevskoi str. Yekaterinburg 620990, RussiaThe paper is devoted to inverse Stackelberg games with many players. We consider both static and differential games. The main assumption of the paper is the compactness of the strategy sets. We obtain the characterization of inverse Stackelberg solutions and under additional concavity conditions, establish the existence theorem.http://www.mdpi.com/2227-7390/6/9/151inverse Stackelberg gamesincentivesdifferential games
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Yurii Averboukh
spellingShingle	Yurii Averboukh Inverse Stackelberg Solutions for Games with Many Followers Mathematics inverse Stackelberg games incentives differential games
author_facet	Yurii Averboukh
author_sort	Yurii Averboukh
title	Inverse Stackelberg Solutions for Games with Many Followers
title_short	Inverse Stackelberg Solutions for Games with Many Followers
title_full	Inverse Stackelberg Solutions for Games with Many Followers
title_fullStr	Inverse Stackelberg Solutions for Games with Many Followers
title_full_unstemmed	Inverse Stackelberg Solutions for Games with Many Followers
title_sort	inverse stackelberg solutions for games with many followers
publisher	MDPI AG
series	Mathematics
issn	2227-7390
publishDate	2018-08-01
description	The paper is devoted to inverse Stackelberg games with many players. We consider both static and differential games. The main assumption of the paper is the compactness of the strategy sets. We obtain the characterization of inverse Stackelberg solutions and under additional concavity conditions, establish the existence theorem.
topic	inverse Stackelberg games incentives differential games
url	http://www.mdpi.com/2227-7390/6/9/151
work_keys_str_mv	AT yuriiaverboukh inversestackelbergsolutionsforgameswithmanyfollowers
_version_	1725484057883574272

Inverse Stackelberg Solutions for Games with Many Followers

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