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Geometric Realizations with Strong Self-Duality Part II: Diameter Graphs, Reuleaux Polyhedra, and Thrackles PKNZPECH82

URIm2://res/PKNZPECH82
Kindpreprint
CreatorsGábor Damásdi
Date2026-10-05
MSC05-XX
Subjectsarxiv math.CO
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-05
IdsarXiv 2610.06340, zbl_id 903198877

Items in this resource

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

ItemKindWhereSource
1M1Z7R9ACFstatementcorollary 1.2arxiv
Montejano, Pauli, Raggi, Roldán-Pensadoconjectureconjecture 1.5arxiv
2Z5ZF1TQ25conjectureconjecture 11.1arxiv
3ES335ZA7Mstatementtheorem 9.3arxiv
3F9XMHGER2statementtheorem 1.7arxiv
70EF0Z83NAstatementcorollary 10.6arxiv
98ZRFF4692statementcorollary 6.4arxiv
9FQJ838YPGstatementcorollary 6.2arxiv
9QDQ9FY7KTstatementlemma 5.1arxiv
Exercise 2.6statementlemma 7.2arxiv
Question 3.problemproblem 10.1arxiv
A61YC2SRPMstatementcorollary 4.6arxiv
AG4RY4HAQZstatementtheorem 9.4arxiv
CFQBNYR78Estatementtheorem 10.7arxiv
Extended Grünbaum--Heppes--Straszewicz theorem, Theorem 7.1statementtheorem 4.3arxiv
DNDM89TD32problemproblem 11.3arxiv
EFHS5EJF8Xstatementcorollary 10.8arxiv
SISD--NBQP correspondencestatementtheorem 1.1arxiv
FT64AW7SNPstatementtheorem 10.5arxiv
Lemma 15.7.statementlemma 7.1arxiv
Negami and Nakamotostatementlemma 6.1arxiv
MY6J7DMGZ8problemproblem 11.4arxiv
Diameter graph characterizationstatementtheorem 1.8arxiv
Combination of Lemma 6.1 and 6.4 of for the extremal casestatementlemma 4.4arxiv
P4NGK6505Kstatementtheorem 10.2arxiv
P6D4HGG0T6problemproblem 11.5arxiv
P79FQGTPY4statementtheorem 4.1arxiv
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QVPEQASE6Nstatementlemma 7.3arxiv
R4CM5D9WS7statementtheorem 4.5arxiv
RP7MWSFNWSstatementtheorem 1.6arxiv
SNSM7MRCXQstatementtheorem 4.2arxiv
Cairns and Nikolayevskystatementtheorem 9.2arxiv
WX6CQ971J6conjectureconjecture 11.2arxiv
X3BNK25HBXstatementlemma 10.3arxiv
Lemma 6.4 in Part Istatementlemma 9.1arxiv
Youngsstatementtheorem 6.3arxiv
YJPQQSGVK2conjectureconjecture 1.3arxiv
Kalaiconjectureconjecture 11.6arxiv
Z4QDBXD951statementtheorem 1.4arxiv
ZY8H3PJZBCstatementlemma 10.4arxiv

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