Math 2.0

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General Constructions of Permutation-Fair Dice 3RBKH0DA74

URIm2://res/3RBKH0DA74
Kindpreprint
CreatorsTomáš Gavenčiak, Bernhard Haeupler, Václav Rozhoň
Date2026-10-11
MSC05-XX
Subjectsarxiv math.CO
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-11
IdsarXiv 2610.15421

Items in this resource

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

ItemKindWhereSource
A regular starting quadraturestatementlemma 4.7arxiv
The response of order probabilitiesstatementlemma 4.9arxiv
Many dice are largestatementtheorem 4.1arxiv
String representationdefinitiondefinition 2.1arxiv
The size of one diestatementtheorem 4.3arxiv
4RPY9VJDB0statementtheorem 1.3arxiv
Wilson's integral estimatestatementlemma 3.4arxiv
7AV5GM0Q1Ystatementtheorem 1.2arxiv
Paired thresholdsstatementlemma 4.4arxiv
9YNH7QSEHBstatementcorollary 2.7arxiv
A lattice collision boundstatementlemma A.2arxiv
B3EA2F1044statementtheorem 1.1arxiv
CNGV7DHQNQstatementlemma 2.4arxiv
Moment-coloring reductionstatementtheorem 5.3arxiv
ER7F6DY2KGdefinitiondefinition 2.8arxiv
Prouhet digit-sum identitystatementlemma 5.2arxiv
Elementary symmetrizationstatementtheorem 2.11arxiv
Improved place-fair upper boundstatementtheorem 5.4arxiv
HVC6X0KQK4statementtheorem 5.1arxiv
KT5P3S011Xstatementlemma 2.9arxiv
Gaussian and Radau rulesstatementlemma 4.5arxiv
Uniform moment estimatestatementlemma 6.2arxiv
Permutation-fair stringdefinitiondefinition 2.2arxiv
NGJ351J3RSstatementcorollary 2.5arxiv
Zaremba's nodal boundstatementlemma 3.3arxiv
Exactness and positivitystatementproposition 3.5arxiv
Insertion criterionstatementlemma 3.1arxiv
The last rowstatementlemma 4.6arxiv
Local moment correctionsstatementlemma 4.8arxiv
Bounded multilinear chaosstatementlemma A.1arxiv
W5A6K9Q8G0statementlemma 4.2arxiv
Symmetrization; cf.\statementlemma 2.10arxiv
Hahn constructionstatementtheorem 3.6arxiv
XREVDWMB28statementtheorem 1.4arxiv
YAMCT3KSYFstatementlemma 2.3arxiv
Partial-pattern countstatementlemma 2.6arxiv
Approximate fairness from random palindromesstatementtheorem 6.1arxiv

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