🇬🇧 en fr 🇫🇷

supremum noun

  /səˈpɹiːˌmʌm/
  • (set theory) (real analysis) : Given a subset X of R, the smallest real number that is ≥ every element of X; (order theory) : given a subset X of a partially ordered set P (with partial order ≤), the least element y of P such that every element of X is ≤ y.
 supremum

🇫🇷 fr en 🇬🇧

supremum noun {m}

  /sy.pʁe.mɔm/
LUB, least upper bound, supremum
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