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Qu'est-ce (qui) est zafar(transitive) - 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)

Zafar Nozim

TAJIKISTANI MUSICIAN

Zafar Nozimov

Zafar Nozim (, , 2 June 1940 – 3 August 2010) was a folk singer from Tajikistan. He was a popular performer of Tajik national songs.

https://en.wikipedia.org/wiki/Zafar_Nozim

Wasi Zafar

PAKISTANI POLITICIAN

Muhammad Wasi Zafar

Muhammad Wasi Zafar (12 January 1949 – 7 August 2021Ex-minister Wasi Zafar Passes Away) was a Pakistani politician. He was the former Law minister of Pakistan.

https://en.wikipedia.org/wiki/Wasi_Zafar

Ali Zafar discography

ARTIST DISCOGRAPHY

List of songs recorded by Ali Zafar; Songs recorded by Ali Zafar; Husn (album)

Ali Zafar is a Pakistani pop and rock singer. He has released three studio albums and has composed three soundtrack albums.

https://en.wikipedia.org/wiki/Ali_Zafar_discography

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