From the 2 of 18 linked papers with an AI index.
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An RDT based confirmation of Lehner's formula for Kronecker-Gaussian matrices
Mihailo Stojnic
The paper uses Random Duality Theory to rederive Lehner’s formula for the spectral edges of Kronecker‑Gaussian matrices, offering an alternative proof of strong asymptotic freeness…
An RDT based approach to large deviations of Wishart and Wigner matrices spectral edges
Mihailo Stojnic
We present a novel methodology for studying \emph{large deviations principles} (LDPs) of random matrices. By utilizing a partially lifted variant of \emph{random duality theory} (R…
Ground state energies of multipartite -spin models -- partially lifted RDT view
Mihailo Stojnic
We consider ground state energies (GSE) of multipartite -spin models. Relying on partially lifted random duality theory (pl RDT) concepts we introduce an analytical mechanism th…
A large deviation view of \emph{stationarized} fully lifted blirp interpolation
Mihailo Stojnic
We consider \emph{bilinearly indexed random processes} (blirp) and study their interpolating comparative mechanisms. Generic introduction of the \emph{fully lifted} (fl) blirp inte…
Fully lifted \emph{blirp} interpolation -- a large deviation view
Mihailo Stojnic
[104] introduced a powerful \emph{fully lifted} (fl) statistical interpolating mechanism. It established a nested connection between blirps (bilinearly indexed random processes) an…