Math 2.0

Resources / preprint

Classification of bipartite observables I: stable and uniformly stable observables P55JSAYR3T

URIm2://res/P55JSAYR3T
Kindpreprint
CreatorsEduardo Dueñez, José Iovino
Date2026-10-07
MSC46-XX
Subjectsarxiv math.FA
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-07
IdsarXiv 2610.11002, zbl_id 903203548

Items in this resource

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

ItemKindWhereSource
Orthocomplements and orthogonal sumsstatementcorollaryarxiv
31A6KPZ1TDstatementpropositionarxiv
Swap trickstatementlemmaarxiv
Instability of the order projectionstatementtheoremarxiv
The order of idealization mattersexampleexamplearxiv
Fubini’s theorem for meansstatementtheoremarxiv
Preservation of stabilitystatementlemmaarxiv
7CVCYFK4DJstatementlemmaarxiv
Ladder extractionstatementlemmaarxiv
The two productsdefinitiondefinitionarxiv
873AVMEF8Kstatementpropositionarxiv
Bilinear form and slice mapsdefinitiondefinitionarxiv
9QQ2X34G64definitiondefinitionarxiv
B20ZZ1YR0Mstatementcorollaryarxiv
Harrington’s lemmastatementfactarxiv
Characterization of stabilitystatementtheoremarxiv
Double limit propertydefinitiondefinitionarxiv
Topological and algebraic closurestatementpropositionarxiv
EVRTMDH6D5statementtheoremarxiv
Polynomial versus exponential growthstatementtheoremarxiv
FWX6CGYAHKstatementlemmaarxiv
Ladders give treesstatementpropositionarxiv
Instability gives infinite laddersstatementpropositionarxiv
Stable but not uniformly stableexampleexamplearxiv
HS6JSB7YFYstatementcorollaryarxiv
Maximal failure for the order projectionexampleexamplearxiv
Ladders and treesdefinitiondefinitionarxiv
The independent productstatementtheoremarxiv
Instability requires two idealized factorsstatementcorollaryarxiv
Pure probes sufficestatementpropositionarxiv
Affine simulationstatementtheoremarxiv
Equality is stable, order is notstatementpropositionarxiv
R90HE42ABHstatementpropositionarxiv
Uniform stabilitystatementtheoremarxiv
Mistake bound equals tree dimensionstatementpropositionarxiv
Countably additive measures never detect instabilitystatementpropositionarxiv
Linear bound for Hilbert-factorable observablesstatementtheoremarxiv
The boundary: meetsstatementpropositionarxiv
WXH9T31R9Tstatementcorollaryarxiv
Monte Carlo simulationstatementtheoremarxiv
Unstable observables encode treesstatementtheoremarxiv

Catalogue records