arbitrarily selected - meaning and definition. What is arbitrarily selected
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What (who) is arbitrarily selected - definition

Arbitrarily small; Arbitrarily long

Selected Poems 1956–1968         
BOOK BY LEONARD COHEN
Selected Poems 1956-1968; Stranger Music: Selected Poems and Songs
Selected Poems 1956–1968 is Leonard Cohen's fifth collection of poetry, first published in 1968 by McClelland & Stewart in Canada, and his first book to be published after his debut as a recording artist in December 1967. It was also the first of Cohen's poetry books to be published in the US (by Viking), and offered twenty new poems along with a selection from earlier volumes.
Arbitrarily large         
In mathematics, the phrases arbitrarily large, arbitrarily small and arbitrarily long are used in statements to make clear of the fact that an object is large, small and long with little limitation or restraint, respectively. The use of "arbitrarily" often occurs in the context of real numbers (and its subsets thereof), though its meaning can differ from that of "sufficiently" and "infinitely".
Selected Works of Mao Tse-Tung         
  • A display of the Selected Works, April 1968.
  • In 1978, a kindergarten in Shanghai put up propaganda on the wall that writes, in Mandarin [[pinyin]], "Hurray for the release of the 5th volume of the Selected Works of Mao Tse-Tung"
FIVE VOLUME COLLECTION OF THE WRITTEN WORKS OF MAO ZEDONG
Selected Works of Mao Zedong
The Selected Works of Mao Tse-Tung (), is a five volume collection of the written works of Mao Zedong ranging from the years 1926–1957. The collection was first published by the People's Publishing House in 1951, and was later translated into English by the state-owned Foreign Languages Press.

Wikipedia

Arbitrarily large

In mathematics, the phrases arbitrarily large, arbitrarily small and arbitrarily long are used in statements to make clear of the fact that an object is large, small and long with little limitation or restraint, respectively. The use of "arbitrarily" often occurs in the context of real numbers (and its subsets thereof), though its meaning can differ from that of "sufficiently" and "infinitely".