Math 2.0

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The Mirror Theorem: Central Incidence Saturation in Keith Recurrences D2MXWDTHWS

URIm2://res/D2MXWDTHWS
Kindpreprint
CreatorsFederico Ignacio Zamponi
Date2026-09-29
MSC00-XX
Subjectsarxiv math.GM
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-09-29
IdsarXiv 2610.10557

Items in this resource

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

ItemKindWhereSource
Complete order-$2$ classificationstatementproposition 17arxiv
Ternary extinctionstatementproposition 13arxiv
Mirror identitystatementtheorem 10arxiv
Automatic first returnstatementlemma 9arxiv
Capacity criterionstatementlemma 11arxiv
Exact central deficit lawstatementtheorem 4arxiv
Return rigiditystatementcorollary 8arxiv
Mirror Theoremstatementtheorem 18arxiv
Fixed-cut reconstructionstatementproposition 21arxiv
Keith mirrordefinitiondefinition 2arxiv
Two-boundary rigiditystatementcorollary 5arxiv
Higher-order countstatementcorollary 16arxiv
Exclusion of bases $B\ge4$ at high orderstatementproposition 12arxiv
Boundary coefficientsstatementlemma 6arxiv
Triple-alignment extinctionstatementproposition 19arxiv
Exact incidence profilestatementlemma 1arxiv
Early-return capacitystatementlemma 7arxiv
Eight cross-base triple alignmentsstatementcorollary 20arxiv
Low-order supportstatementproposition 14arxiv
Finite-support theoremstatementtheorem 15arxiv

Catalogue records