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So far, the regime has been lucky in that the uprisings have been sequential, moving from one place to the next.
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We run four different experiments (ultimatum game, dictator game, sequential-move prisonersʼ dilemma and public-good game) with the same sample of subjects.
This is a sequential move game.
Now what's really, what makes this a sequential move game?
Combinatorial complexity generated by many sequential moves represents a difficult challenge for classic search algorithms.
So, for example, all these sequential move games we've been looking at are moves of perfect information.
I want to be able to analyze games which involve both sequential moves and simultaneous move games.
It's a way of being able to capture both simultaneity in moves and sequential moves in the same game.
Since the mid-term we've been looking at simple examples of sequential move games sequential move games under perfect information in which I typically do know what you did when I get to make my choice.
So we're going to see what difference it makes when we go from this classic simultaneous move game into a sequential move game.
Put the rules up here and bring this down, so for the first time we're looking at a sequential move game and we're going to spend most of the rest of the term looking at sequential move games, or at least looking at games that involve sequential elements.
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