Introduction:
Most people treat protein intake as a fixed number: “1 gram per pound of body weight” or “1.6 grams per kilogram.” That’s fine as a starting point, but in reality your protein needs fluctuate day to day. Recovery, sleep, stress, and activity levels all affect how much protein your body actually requires. Instead of blindly following a static rule, you can think of protein intake as a hypothesis about what your body needs, and use Bayes’ Theorem to update that hypothesis as your body gives feedback. Over time, this approach lets you estimate the protein amount that works best for you, rather than relying on generic recommendations.
Example:
Let’s imagine a simple scenario: John... (read 511 more words →)
Hey Dalmert,
Yeah, the 0.2 and 0.7 aren’t meant to be special, they’re just encoding how plausible the “poor recovery” evidence is under each protein hypothesis. In a real-life scenario, you’d have no idea what those numbers should be at first, so starting both hypotheses at 0.5 and updating as you collect experience would make more sense. Over time, you could even adjust the likelihoods themselves (empirical Bayes style) if you notice your model consistently over- or under-predicts fatigue.
You’re also right that the setup’s under-constrained, real protein needs depend on stress, sleep, calorie intake, etc., and those should all be treated as separate evidence streams. You would need more diverse and semi-independent evidence... (read more)