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Qu'est-ce (qui) est transitive constituent - définition

IN SET THEORY, A SET WHOSE ELEMENTS ARE ALL SUBSETS

Transitive class; Transitive closure (set); Hereditarily transitive set; Transitive (set theory); Transitive closure (sets)

1918 Estonian Constituent Assembly election

1918 ELECTIONS IN ESTONIA

Estonian Constituent Assembly elections, 1918; Estonian Constituent Assembly election, 1918; 1918 Estonian Constituent Assembly elections

Elections to the Estonian Constituent Assembly were held on 3–4 February 1918. In some electoral districts, the elections were postponed until 9–10 February.

https://en.wikipedia.org/wiki/1918_Estonian_Constituent_Assembly_election

1922–1924 Iraqi Constituent Assembly election

Iraqi constituent assembly; 1924 Iraqi Constituent Assembly election; 1922-1924 Iraqi Constituent Assembly election

Elections to a Constituent Assembly (, al-Majlis al-Ta’seessy) were held in Iraq between 24 October 1922 and 25 February 1924,Dieter Nohlen, Florian Grotz & Christof Hartmann (2001) Elections in Asia: A data handbook, Volume I, p100 electing the country's first parliament. The Constituent Assembly was elected to draft a constitution, legislate a law for general elections, and ratify the Anglo-Iraqi Treaty of 1922.

https://en.wikipedia.org/wiki/1922–1924_Iraqi_Constituent_Assembly_election

1972 Bahraini Constituent Assembly election

Bahraini constituent assembly election, 1972; Bahraini Constituent Assembly election, 1972

Constituent Assembly elections were held in Bahrain on 1 December 1972.Dieter Nohlen, Florian Grotz & Christof Hartmann (2001) Elections in Asia: A data handbook, Volume I, p53 All candidates ran as independents.

https://en.wikipedia.org/wiki/1972_Bahraini_Constituent_Assembly_election

Wikipédia

Transitive set

In set theory, a branch of mathematics, a set $A$ is called transitive if either of the following equivalent conditions hold:

whenever $x\in A$ , and $y\in x$ , then $y\in A$ .
whenever $x\in A$ , and $x$ is not an urelement, then $x$ is a subset of $A$ .

Similarly, a class $M$ is transitive if every element of $M$ is a subset of $M$ .

https://en.wikipedia.org/wiki/Transitive set