Math 2.0

Hamiltonian path

This page lists the items of the Wikipedia article Hamiltonian path in their order, and the nodes of Math 2.0 that have them. The text of the article is not on this site. The items come from revision 1361551365, with the assessment C/Mid.

OutcomeItems
deferred13

The gap signals of the article are S1,S4,S5,S6,S8,S9.

ItemKindNameOutcomeNodesReason
subjectdefinitionHamiltonian pathdeferred until 2027-05-01the item has the flag informal (WP9.2)
#0HZYstatementOre's Theorem (1960)deferred until 2027-05-01the name has a question, a quote, a year, or an open prefix, and a person gives the name
#68TIdefinitionDefinitionsdeferred until 2027-05-01the cue heading names a section and not one item
#HMOOstatementTheoremdeferred until 2027-05-01the item has no name of its own, and the write role names it
#HUD2statementBondy–Chvátal theoremdeferred until 2027-05-01the item has the name of the subject of its article, and a person decides if they are one item
#IKJJstatementBondy–Chvátal Theorem (1976)deferred until 2027-05-01the name has a question, a quote, a year, or an open prefix, and a person gives the name
#KYNOstatementTheoremdeferred until 2027-05-01the item has no name of its own, and the write role names it
#NBF1statementDirac's Theorem (1952)deferred until 2027-05-01the name has a question, a quote, a year, or an open prefix, and a person gives the name
#PZHEstatementPropertiesdeferred until 2027-05-01the cue heading names a section and not one item
#R61FstatementGhouila–Houiri (1960)deferred until 2027-05-01the name has a question, a quote, a year, or an open prefix, and a person gives the name
#UOPSstatementMeyniel (1973)deferred until 2027-05-01the name has a question, a quote, a year, or an open prefix, and a person gives the name
#UT8GexampleExamplesdeferred until 2027-05-01the cue heading names a section and not one item
#YRKCstatementRahman–Kaykobad (2005)deferred until 2027-05-01the name has a question, a quote, a year, or an open prefix, and a person gives the name

Refer to Wikipedia articles and their nodes for the other articles.