The paper derives new derivative identities for a stationarized fully lifted bilinearly indexed random process interpolator and states an equality between large deviation limits at the opposite ends of an interpolation path.
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A large deviation view of \emph{stationarized} fully lifted blirp interpolation
The paper derives new derivative identities for a stationarized fully lifted bilinearly indexed random process interpolator and states an equality between large deviation limits at the opposite ends of an interpolation path.