Math 2.0

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Quadratic Weak-to-Strong Generalization in Random Feature Networks via Random Matrix Theory 4KYENHR0J8

URIm2://res/4KYENHR0J8
Kindpreprint
CreatorsDeborah Oliveira, Elliot Paquette
Date2026-10-06
Subjectsarxiv stat.ML, arxiv cs.LG, arxiv math.PR
Scopeborder

Expressions

e1: version, preprint

Date2026-10-06
IdsarXiv 2610.09044

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
Harmonic and Hermite coefficientsstatementlemma 7arxiv
Perturbed deterministic resolventdefinitiondefinition 3arxiv
5FHHRV0MZMstatementproposition 1arxiv
5H8ZPZ4CWXstatementtheorem 8arxiv
No polynomial improvement at any stopping timestatementproposition 2arxiv
Self-consistent parameterdefinitiondefinition 1arxiv
\textbf{Order of magnitude of $\nu$ -- ReLU activationstatementlemma 4arxiv
AQAVKWASS3statementlemma 1arxiv
CTZ67SKJWGdefinitiondefinitionarxiv
General quadratic lower boundstatementtheorem 1arxiv
Deterministic-equivalent teacher errorstatementtheorem 5arxiv
tanhexampleexample 2arxiv
No quadratic improvement at any stopping timestatementproposition 3arxiv
Deterministic resolventdefinitiondefinition 2arxiv
Stopping-time phasesstatementtheorem 4arxiv
Deterministic-equivalent student errordefinitiondefinition 4arxiv
GHCZ81E2BJstatementtheorem 6arxiv
H9D0CJP0X8statementlemma 3arxiv
ReLUexampleexample 1arxiv
Variance filter boundstatementlemma 6arxiv
Single-resolvent deterministic equivalentstatementlemma 2arxiv
Quadratic improvement: pure harmonic targetstatementtheorem 2arxiv
\chg{Quadratic improvement: general activationsstatementtheorem 3arxiv
Double-resolvent deterministic equivalentstatementtheorem 7arxiv
Logistic sigmoidexampleexample 3arxiv
Quadratic improvement for general activationsstatementtheorem 9arxiv
Consequences of the order of $\nu$statementlemma 5arxiv

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