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The Simple Theory
Two or more agents perform an intentional joint action
exactly when there is an act-type, φ, such that
each agent intends that
they, these agents, φ together
and their intentions are appropriately related to their actions.
Bratman’s ‘mafia case’
1. I intend that we, you and I, go to NYC together.
2. You intend that we, you and I, go to NYC together.
3. You intend that we, you and I, go to NYC together by way of you forcing me into the back of my car.
Walking together in the Tarantino sense
1. I intend that we, you and I, walk together.
... by means of my forcing you at gun point.
2. You intend that we, you and I, walk together.
... by means of you forcing me at gun point.
the threat of collapse: trading intuitions
another contrast case: blocking the aisle
1. The sisters perform an intentional joint action; the strangers’ actions are parallel but merely individual.
2. In both cases, the conditions of the Simple Theory are met.
therefore:
3. The Simple Theory does not correctly answer the question, What distinguishes joint actions from parallel but merely individual actions?
Is it really a counterexample?
Question
What distinguishes joint actions from parallel but merely individual actions?
The Simple Theory
Joint actions are actions with two or more agents ✘
Joint actions are events with two or more agents ✘
short essay question:
Why, if at all, do we need a theory of shared intention?
(Will be a while before this question makes sense.)
plan d’attaque
premise: Shared intention can only be understood as the solution to a problem.
1. What is the Problem of Joint Action? ✓
2. Can we solve the Problem without shared intention? ✓
3. If we do need shared intention, what is the best account available? ✓