Item:Q14759: Difference between revisions

Item:Q14759 (view source)

Revision as of 15:21, 8 March 2022

637 bytes removed , 2 years ago

‎Removed claim: skos:definition (P80): Trial is a number property that quantifies the denotation of the nominal element so that it specifies that there are exactly three. In this example from Larike (alo), trialNumber is expressed on the pronoun: Ln Duma hima aridu naʔa Ln house that 1.TRIAL.EXCL own.it Ln 'We three own that house' Ln [Corbett 2000, 21]

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Revision as of 12:44, 8 March 2022 DavidLbot (talk \| contribs) (‎Added reference to claim: skos:definition (P80): Trial is a number property that quantifies the denotation of the nominal element so that it specifies that there are exactly three. In this example from Larike (alo), trialNumber is expressed on the pronoun: Ln Duma hima aridu naʔa Ln house that 1.TRIAL.EXCL own.it Ln "We three own that house" Ln [Corbett 2000, 21]) ← Older edit		Revision as of 15:21, 8 March 2022 DavidLbot (talk \| contribs) (‎Removed claim: skos:definition (P80): Trial is a number property that quantifies the denotation of the nominal element so that it specifies that there are exactly three. In this example from Larike (alo), trialNumber is expressed on the pronoun: Ln Duma hima aridu naʔa Ln house that 1.TRIAL.EXCL own.it Ln 'We three own that house' Ln [Corbett 2000, 21]) Newer edit →
Property / skos:definition
	Trial is a number property that quantifies the denotation of the nominal element so that it specifies that there are exactly three. In this example from Larike (alo), trialNumber is expressed on the pronoun: Ln Duma hima aridu naʔa Ln house that 1.TRIAL.EXCL own.it Ln 'We three own that house' Ln [Corbett 2000, 21]
Property / skos:definition: Trial is a number property that quantifies the denotation of the nominal element so that it specifies that there are exactly three. In this example from Larike (alo), trialNumber is expressed on the pronoun: Ln Duma hima aridu naʔa Ln house that 1.TRIAL.EXCL own.it Ln 'We three own that house' Ln [Corbett 2000, 21] / rank
	~~Normal rank~~