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At any rate, he goes on to show that they are jointly consistent with Coherentist Justification: there are probability distributions satisfying all three conditions.
The general technique is to argue that there are probability distributions over outcomes that can play the chance role, even in impeccably deterministic theories.
For it can be shown that, necessarily, C-Fail is true if C-Trans is false, but there are probability distributions that make C-Fail and C-Trans true at the same time for any chosen t ∈ [0, 1).
Note that C-Trans can be false for some e, p and q because there are probability distributions that verify its antecedent while falsifying its consequent for any chosen t ∈ [0, 1). Thus C-Trans makes room for non-transmissivity of justification. C-Trans and C-Fail actually capture some feature of Wright's informal framework (cf. Chandler 2010, 338).
More generally, if G and G′ are distinct causal graphs on V, when is it possible to eliminate one or the other using the probability distribution over V? When there are probability distributions that are compatible with one, but not the other, we will say that the graphs are statistically distinguishable.
Similar(53)
There are probabilities attached.
But, according to the negation principle of mathematical probability, there is probability of 0.499 that the defendant did pay for his entrance.
This is because after measurement M is in a mixed state for which there is probability |ci|2 of M registering value qi.
This, in turn, means that, already at the end of the first stage of the measurement, S behaves as if there is probability |ci|2 that Q has value qi in S and M behaves as if there is probability |ci|2 of M being in state gi and hence of registering the value qi for Q.
"Some people told me there was probability that I wouldn't even play again," Isaacs said Tuesday at Maryland's media day.
It's not always the case, but there is probability of it happening.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com