So my theory is that probability is an ill-defined, unfalsifiable concept. And yet, it _seems_ to model aspects of the world pretty well, empirically. However, might it be leading us astray?
Consider the statement p(X) = 0.5 (probability of event X is 0.5). What does this actually mean? It it a proposition? If so, is it falsifiable? And how?
If it is not a proposition, what does it actually mean? If someone with more knowledge can chime in here, I'd be grateful. I've got much more to say on this, but only after I hear from those with a rigorous grounding the theory.
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