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Equation 29 · Part 7 · AI Feeds on the Distance Between an Intention and an Outcome

Symbol p^*

Nm(B)={(g,h):LCB⁡0.95 ⁣[Pr⁡(Y=1∣m,g,h,B)]≥p∗},\mathcal{N}_m(B)=\left\{(g,h):\operatorname{LCB}_{0.95}\!\left[\Pr(Y=1\mid m,g,h,B)\right]\ge p^*\right\},
p∗p^*

What this part means

a preregistered practical reliability threshold and the lower confidence bound is clustered by task, repository, and repeated attempt.

Its job in the formula

p∗p^* is one factor in the product that computes the quantity on the left.

Where the article explains it

where p∗p^* is a preregistered practical reliability threshold and the lower confidence bound is clustered by task, repository, and repeated attempt.

The passage around this formula

…more attempts, receives more context, or waits longer has changed its environment. Let Y=1 mean that an attempt reaches At(x)A_t(x)=1 without a predeclared collateral violation. The niche is the set Nm(B)={(g,h):LCB⁡0.95 ⁣[Pr⁡(Y=1∣m,g,h,B)]≥p∗}\mathcal{N}_m(B)=\left\{(g,h):\operatorname{LCB}_{0.95}\!\left[\Pr(Y=1\mid m,g,h,B)\right]\ge p^*\right\}. where p∗p^* is a preregistered practical reliability threshold and the lower confidence bound is clustered by task, repository, and repeated attempt. The region lives in intention-gap/horizon space: g is in bit-transitions and h in active human minutes. It is not an ontological home for a machine. It is a…

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Learn the underlying idea

An exponent tells how a base is used in multiplication. In x³, x is the base and 3 is the exponent: x³ = x × x × x.

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