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COUNTERFACTUALS AND TWO KINDS OF OUGHT 591<br />

counterfactual that represents the expected value of the spinning: if one had spun, the<br />

expected value attained would have been such and such. Since the expected value is positive,<br />

the same goes for the embedded counterfactual. One should have spun. Ought OD and ought MR<br />

come apart.<br />

This reasoning is flawed: for a counterfactual to be indeterminate, it must be genuinely<br />

contrary-to-fact: S does not obtain. For in the special case where S and R actually obtain, S<br />

→ R is ipso facto true (by the centring axiom which forms part of the standard account used<br />

by Hare) and not indeterminate. Yet Hare’s case is the special case. S and R do obtain. Hare<br />

might argue that centring does not matter here: the embedded counterfactual is true iff,<br />

judged from the closest ¬S–world, S → R is true. Yet what precludes that the actual (S-)<br />

world outdoes any other S-world in closeness to the closest ¬S-world? Moreover, Hare’s<br />

solution depends on rejecting a principle which many find attractive: import-export: (P →(Q<br />

→ R)) ↔ (( P & Q) → R). Applied to the spinning wheel-example, ¬S →(S → R) leads to<br />

the vacuous case (¬S & S) → R. The result is that the embedded counterfactual is true and<br />

not indeterminate.<br />

Anyway Hare’s criterion is plausible only as far as it tracks the epistemic criterion (what is in<br />

the purview of the agent when she deliberates her action?) Disregard for the sake of argument<br />

all my qualms about the semantics of counterfactuals. The counterfactual criterion tracks the<br />

epistemic criterion as far as it rules out certain contingent consequences of the action under<br />

consideration. Those consequences are known to an omniscient observer but not to the agent<br />

deliberating her action. If all facts ruled out by counterfactually undoing the action are of this<br />

sort, the counterfactual criterion tracks a necessary condition of ought MR .<br />

Nevertheless the point of discerning ought MR and ought OD is missed when the real epistemic<br />

issue is replaced by the counterfactual criterion. I use the Non-Identity problem to show this.<br />

Hare’s solution to the new variant of the Non-Identity problem boils down to the following:<br />

while Mary ought OD to have conceived a child earlier, Mary ought MR not. Given Mary’s Johncentred<br />

values, from the perspective of the omniscient observer who knows that Mary will<br />

conceive John, there is a reason for her to conceive a child earlier. For that child will be John,<br />

and John will be valued by Mary. But Mary ought MR to have conceived a child earlier only if<br />

the following is true:<br />

if Mary had not acted such as to conceive a child earlier, then if Mary had acted such as<br />

to conceive a child earlier, Mary would have conceived John.<br />

And since the embedded counterfactual is indeterminate (there are many different possible<br />

children which could have been the result of Mary’s action under the supposition that the<br />

action is undone, or so I grant), the embedding counterfactual is not true but indeterminate.<br />

It is not the case that Mary would have conceived John. Thus Mary must resort to the<br />

expected quality of life of a child conceived earlier. Since that quality is lower than the quality<br />

of life of a child conceived later, Mary ought MR not to have conceived a child earlier.<br />

There are two counterarguments. Firstly, I have imagined a situation where the omniscient<br />

<strong>bei</strong>ng at t 1 tells Mary everything about future John. Ought MR has been introduced by reasons<br />

within Mary’s purview. Now the reasons within Mary’s purview are the same that are within<br />

the omniscient <strong>bei</strong>ng’s purview. From t1 onwards, ought MR and ought OD fall together. But we<br />

(including Mary) intuitively judge at t1 that Mary ought not to conceive a child earlier. Perfect<br />

knowledge of John does not have to change one’s valuations. This shows that Hare’s<br />

epistemically based distinction does not apply. But it also shows how the epistemic criterion<br />

and the counterfactual criterion can come apart. If Hare is right about how the counterfactual<br />

criterion works, the latter does not yield the same solution to Non-Identity as the epistemic<br />

criterion: judging from the counterfactual criterion, Mary ought not to have conceived a child

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