supremum

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English[edit]

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Wikipedia

Noun[edit]

supremum ‎(plural suprema)

  1. (mathematics) (of a subset) the least element of the containing set that is greater or equal to all elements of the subset. The supremum may or may not be a member of the subset.

Synonyms[edit]

Antonyms[edit]

Translations[edit]

Anagrams[edit]


Czech[edit]

Noun[edit]

supremum n

  1. supremum (mathematics)

Antonyms[edit]


Latin[edit]

Adjective[edit]

suprēmum

  1. nominative neuter singular of suprēmus
  2. accusative masculine singular of suprēmus
  3. accusative neuter singular of suprēmus
  4. vocative neuter singular of suprēmus

References[edit]

  • supremum” in Félix Gaffiot (1934), Dictionnaire Illustré Latin-Français, Paris: Hachette.
  • Meissner, Carl; Auden, Henry William (1894) Latin Phrase-Book[1], London: Macmillan and Co.
    • (ambiguous) to depart this life: mortem (diem supremum) obire
    • (ambiguous) on one's last day: supremo vitae die
    • (ambiguous) to perform the last rites for a person: supremo officio in aliquem fungi
    • (ambiguous) to perform the last offices of affection: supremis officiis aliquem prosequi (vid sect. VI. 11., note Prosequi...)
    • (ambiguous) the last wishes of a deceased person: alicuius mortui voluntas (suprema)

Swedish[edit]

Noun[edit]

supremum n

  1. (mathematics) supremum

Declension[edit]

Inflection of supremum 
Singular Plural
Indefinite Definite Indefinite Definite
Nominative supremum supremumet supremum supremumen
Genitive supremums supremumets supremums supremumens