Publication date
June 2014
DOIAbstract
<p>Numbers in each cell are payoffs for both players, with player A’s payoff listed first in each pair.</p
<p>Numbers in each cell are payoffs for both players, with player A’s payoff listed first in each pair.</p
<p><i>C</i> and <i>D</i> are the possible strategies, and <i>R,T,P</i>, and <i>S</i> are payoff valu...
<p>Numbers inside brackets indicate the payoffs; the number on the left (resp. on the right) indicat...
Zero-sum matrix games Game defined by matrix M: If P1 plays i and P2 plays j, P1 has rewardMi,j and ...
<p>Numbers in each cell are payoffs for both players, with player A’s payoff listed first in each pa...
<p><i>Note</i>. <i>T</i> = 5, <i>R</i> = 3, <i>P</i> = 1, <i>S</i> = 0</p><p>Payoff Matrix for the P...
The payoff matrix of the two-stage game can be constructed based on the payoffs of the first stage (...
<p>The entries in the matrix refer to the payoffs of player A. The benefit of cooperation (<i>b</i>)...
<p><i>Note</i>. <i>T</i> = 50, <i>R</i> = 1, <i>P</i> = –1, <i>S</i> = –50</p><p>Payoff Matrix for a...
<p>The 2×2 matrix based on the combination of both players’ selection makes four different patterns ...
<p>The expectation payoff matrix of our generalized prisoner’s dilemma game—the full version. The va...
<p>This 2×2 matrix indicates the score given to each player depending on the combination of their ch...
<p>The payoff matrix of a three-player game is given, where three players are X, Y and Z and each ha...
<p>The expectation payoff matrix of our generalized prisoner’s dilemma game—the normalised version. ...
<p>The variables in the left of each cell determine the employee's payoffs, and the variables in the...
<p>Pay-off matrix for the standard trust game (see Bolton et al., 2004a, p. 188).</p
<p><i>C</i> and <i>D</i> are the possible strategies, and <i>R,T,P</i>, and <i>S</i> are payoff valu...
<p>Numbers inside brackets indicate the payoffs; the number on the left (resp. on the right) indicat...
Zero-sum matrix games Game defined by matrix M: If P1 plays i and P2 plays j, P1 has rewardMi,j and ...
<p>Numbers in each cell are payoffs for both players, with player A’s payoff listed first in each pa...
<p><i>Note</i>. <i>T</i> = 5, <i>R</i> = 3, <i>P</i> = 1, <i>S</i> = 0</p><p>Payoff Matrix for the P...
The payoff matrix of the two-stage game can be constructed based on the payoffs of the first stage (...
<p>The entries in the matrix refer to the payoffs of player A. The benefit of cooperation (<i>b</i>)...
<p><i>Note</i>. <i>T</i> = 50, <i>R</i> = 1, <i>P</i> = –1, <i>S</i> = –50</p><p>Payoff Matrix for a...
<p>The 2×2 matrix based on the combination of both players’ selection makes four different patterns ...
<p>The expectation payoff matrix of our generalized prisoner’s dilemma game—the full version. The va...
<p>This 2×2 matrix indicates the score given to each player depending on the combination of their ch...
<p>The payoff matrix of a three-player game is given, where three players are X, Y and Z and each ha...
<p>The expectation payoff matrix of our generalized prisoner’s dilemma game—the normalised version. ...
<p>The variables in the left of each cell determine the employee's payoffs, and the variables in the...
<p>Pay-off matrix for the standard trust game (see Bolton et al., 2004a, p. 188).</p
<p><i>C</i> and <i>D</i> are the possible strategies, and <i>R,T,P</i>, and <i>S</i> are payoff valu...
<p>Numbers inside brackets indicate the payoffs; the number on the left (resp. on the right) indicat...
Zero-sum matrix games Game defined by matrix M: If P1 plays i and P2 plays j, P1 has rewardMi,j and ...
Add to ORKG