AbstractA continuous time non-cooperative n-person Markov game with a stopped set is studied in this paper. We prove that, in the game process with or without discount factor, there exists an optimal stationary point of strategies, called the equilibrium point, and each player has his equilibrium stationary strategy, such that the total expected discounted or non-discounted gain are maximums
AbstractThis paper is concerned with a game variant of an asset selling problem, that is, prices of ...
In this thesis, we first consider single-agent time-inconsistent stopping problems under non-exponen...
We prove that zero-sum Dynkin games in continuous time with partial and asymmetric information admit...
AbstractWe consider a two-person zero-sum Markov game with continuous time up to the time that the g...
AbstractWe consider a noncooperative N-person discounted Markov game with a metric state space, and ...
AbstractThe optimization problem of an n-person noncooperative discounted vector valued dynamic game...
summary:This work concerns a class of discrete-time, zero-sum games with two players and Markov tran...
summary:This work is concerned with discrete-time zero-sum games with Markov transitions on a denume...
This paper is a continuation of our papers [12] and [13] and is concerned with a continuous time non...
AbstractIn Neveu's variant of the stopping problem, a randomized strategy is considered in order to ...
2012-07-10This dissertation consists of three parts. We first study the continuous time non-zero-sum...
summary:The article is devoted to a class of Bi-personal (players 1 and 2), zero-sum Markov games ev...
AbstractIn this paper, we describe a noncooperative n-person game in strategic form (or normal form)...
I Abstract. In the paper a general zero-sum game with a, I stopping strategy for the fist player and...
International audienceWe consider a nonzero-sum Markov game on an abstract measurable state space wi...
AbstractThis paper is concerned with a game variant of an asset selling problem, that is, prices of ...
In this thesis, we first consider single-agent time-inconsistent stopping problems under non-exponen...
We prove that zero-sum Dynkin games in continuous time with partial and asymmetric information admit...
AbstractWe consider a two-person zero-sum Markov game with continuous time up to the time that the g...
AbstractWe consider a noncooperative N-person discounted Markov game with a metric state space, and ...
AbstractThe optimization problem of an n-person noncooperative discounted vector valued dynamic game...
summary:This work concerns a class of discrete-time, zero-sum games with two players and Markov tran...
summary:This work is concerned with discrete-time zero-sum games with Markov transitions on a denume...
This paper is a continuation of our papers [12] and [13] and is concerned with a continuous time non...
AbstractIn Neveu's variant of the stopping problem, a randomized strategy is considered in order to ...
2012-07-10This dissertation consists of three parts. We first study the continuous time non-zero-sum...
summary:The article is devoted to a class of Bi-personal (players 1 and 2), zero-sum Markov games ev...
AbstractIn this paper, we describe a noncooperative n-person game in strategic form (or normal form)...
I Abstract. In the paper a general zero-sum game with a, I stopping strategy for the fist player and...
International audienceWe consider a nonzero-sum Markov game on an abstract measurable state space wi...
AbstractThis paper is concerned with a game variant of an asset selling problem, that is, prices of ...
In this thesis, we first consider single-agent time-inconsistent stopping problems under non-exponen...
We prove that zero-sum Dynkin games in continuous time with partial and asymmetric information admit...
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