Tuesday, November 11, 2025

Causal histories and freedom

Linda Zagzebski proposes the plausible principle that one is able to ϕ only if ϕing is compatible with one’s causal history relevant to ϕing.

Suppose Alice is considering whether to rob a bank. While she is doing so, God loudly announces to her nearby friend Bob that Alice will not rob the bank. God’s announcement is in Swahili, which Bob knows and Alice used to know in childhood but completely forgot. But the sound of the language her loving parents spoke to her as a child leads to Alice putting more emphasis on virtue in her deliberation, and she freely decides not to rob the bank.

Since God cannot lie, and since God’s announcement is a part of Alice’s causal history in her deliberation, Alice’s robbing the bank is incompatible with causal history and by Zagzebski’s principle, Alice cannot rob the bank. Yet it is unclear how God’s announcement removes her freedom to rob. After all, had God announced in Swahili that Alice will have breakfast, that would have influenced her deliberation in the same way, and yet obviously she would still have been free to rob the bank. But since Alice doesn’t know Swahili, the content seems causally irrelevant.

I think there are two ways out of this. First, we might cut events very finely. There is (a) God’s saying something or other in Swahili and there is (b) God’s saying in Swahili that Alice will not rob the bank. To determine the causal history, we pare away from the events all that’s causally irrelevant, and so we include (a) but not (b) in the causal history.

Alternately, we might say this. Whether or not Alice knows Swahili, her decision is affected by the detailed facts about the sounds in God’s announcement. Indeed, by essentiality of origins, her deliberation is a numerically different process because of the difference of sounds. And now we can say that God cannot make the announcement, because doing so would result in a circularity in the explanatory order: God would be making the announcement because Alice is not going to rob and Alice is not going to rob because God is making the announcement because she is not going to rob. So it is not so much that the announcement takes away God’s freedom, but that God cannot produce explanatory circularities.

It’s worth noting that Molinism does not seem to help. Sure, the subjunctive conditional of free will

  1. Were God to announce in Swahili that Alice won’t rob, Alice wouldn’t rob

is true. But it is necessarily true independently of Molinism!

4 comments:

  1. Wouldn’t this make it impossible for God to have spoken to Moses in the burning bush? It seems that God announced that he would free the Israelites because Moses would free them in the future, but at the same time it seems that Moses would decide to free the Israelites because God told him to.

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  2. Which verse are you referring to? It seems to me that God is commanding Moses to free the Israelites, and is telling Moses what will happen IF Moses obeys. (And if Moses disobeys, God will free the Israelites in some other way.)

    Another option. When God announced to X that X will do Y, while this does entail that X will do Y, it does not entail that X will freely decide to do Y. Thus there is always the flicker of freedom--X can fail to freely decide to do Y, in which case God will make X to do Y.

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  3. I guess I didn’t have a particular verse in mind. I was ușing Moses as an example to see if there would be problems with God revealing the future to people in the Bible. Do you think that this circularity problem would occur in a more Thomistic view of God? It seems that for Aquinas both the future choice of the individual as well as Gods announcement of the future choice are both caused timelessly by God. It seems that there would be no circularity, just God causing his announcement and also causing the person to do what he announced would happen.

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  4. Coincidentally(?) I was just thinking about this, and I think there is still a vicious circularity on the Thomistic account. See my second post today.

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