Ramsey demonstrated in 'Truth and Probability' (1926) that probability is better understood as a feature of degrees of belief, not mind-independent logical relations between propositions.

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Ramsey: # Ramsey Ramsey theory is a branch of mathematics that studies how order and patterns inevitably emerge in large systems, even when things seem random. The basic idea is that if you have a large enough collection of objects (like numbers, points, or people), some organized structure or pattern will always appear somewhere within it. A famous example is the "Ramsey number," which answers questions like: "How many people do you need at a party to guarantee that some group of them are all mutual friends or all mutual strangers?"
degrees of belief(distinguished from degrees of truth): Subjective credences or confidence levels in propositions, belonging to epistemology
logical relations(Davidson's distinction between causal and logical relations): Relations that obtain between particular descriptions of events, not between the events themselves
mind-independent(Used to classify objects such as tables and chairs.): An object is mind-independent if its existence does not, by its very nature, depend on being the object or content of mental states, i.e., it could survive the annihilation of all thinking things.

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