Kannai Y, Rosenmüller J. Strategic behavior in financial markets. Journal of Mathematical Economics. 2010;46(2):148-162.We describe a financial market as a noncooperative game in strategic form. Agents may borrow or deposit money at a central bank and use the cash available to them in order to purchase a commodity for immediate consumption. They derive positive utility from consumption and from having cash reserves at the end of the day, whereas being bankrupt entails negative utility. The bank fixes interest rates. The existence of Nash equilibria (both mixed and pure) of the ensuing game is proved under various assumptions. In particular, no agent is bankrupt at equilibrium. Asymptotic behavior of replica markets is discussed, and it is s...
We apply mathematical techniques in the context of economic decision making. First, we are intereste...
In order to remedy the possible loss of strategic interaction in non-atomic games with a societal ch...
Nash (1950) proved that, in any strategic game, there is at least one equilibrium in which all playe...
Kannai Y, Rosenmüller J. Strategic Behavior on Financial Markets. Working Papers. Institute of Mathe...
We describe a financial market as a noncooperative game in strate-gic form. Agents may borrow or dep...
We utilize the strategic market game approach to analyze the role and function of a mutual bank with...
This paper is designed to combine the game theoretic investigation of the static or equilibrium prop...
Market impact is the effect caused by transactions that can move asset prices. Nash equilibria descr...
We utilize the strategic market game approach to analyze the role and function of a mutual bank with...
We introduce a strategic market game for an exchange economy not having enough commodity money. We s...
We analyze a two-period contest in which agents may become bankrupt at the end of the first period. ...
We analyze a two-period contest in which agents may become bankrupt at the end of the first period. ...
this paper we interlink a dynamic programming, a game theory and a behavioral simulation approach to...
This paper discusses the notion of “enough money” in strategic market games. In an economy with one ...
This paper studies stationary noncooperative equilibria in an economy with fiat money , one nondurabl...
We apply mathematical techniques in the context of economic decision making. First, we are intereste...
In order to remedy the possible loss of strategic interaction in non-atomic games with a societal ch...
Nash (1950) proved that, in any strategic game, there is at least one equilibrium in which all playe...
Kannai Y, Rosenmüller J. Strategic Behavior on Financial Markets. Working Papers. Institute of Mathe...
We describe a financial market as a noncooperative game in strate-gic form. Agents may borrow or dep...
We utilize the strategic market game approach to analyze the role and function of a mutual bank with...
This paper is designed to combine the game theoretic investigation of the static or equilibrium prop...
Market impact is the effect caused by transactions that can move asset prices. Nash equilibria descr...
We utilize the strategic market game approach to analyze the role and function of a mutual bank with...
We introduce a strategic market game for an exchange economy not having enough commodity money. We s...
We analyze a two-period contest in which agents may become bankrupt at the end of the first period. ...
We analyze a two-period contest in which agents may become bankrupt at the end of the first period. ...
this paper we interlink a dynamic programming, a game theory and a behavioral simulation approach to...
This paper discusses the notion of “enough money” in strategic market games. In an economy with one ...
This paper studies stationary noncooperative equilibria in an economy with fiat money , one nondurabl...
We apply mathematical techniques in the context of economic decision making. First, we are intereste...
In order to remedy the possible loss of strategic interaction in non-atomic games with a societal ch...
Nash (1950) proved that, in any strategic game, there is at least one equilibrium in which all playe...