Under a uniformly bounded second moment for local token advantages, the paper proves a remaining-horizon-squared upper bound for undiscounted sequence credit and a horizon-independent upper bound for fixed γ<1. · CiteArk
Not assessedNo independent reproduction scheduledMethodclaim-theory-variance-bounds
Under a uniformly bounded second moment for local token advantages, the paper proves a remaining-horizon-squared upper bound for undiscounted sequence credit and a horizon-independent upper bound for fixed γ<1.
Source: paper:PDF p. 5, Theorem 3.3; proof on PDF p. 15
Reported and observed measurements
No structured measurement is attached to this Claim.
Assessments (0)
No immutable Assessment has been published for this Claim yet.
