See also: non-empty From non- + empty. <span class="searchmatch">nonempty</span> (not comparable) Not empty, containing something. (mathematics) Of a set, containing at least one element...
From non- + emptiness. <span class="searchmatch">nonemptiness</span> (uncountable) The state or condition of being <span class="searchmatch">nonempty</span>. nonvacuum...
See also: <span class="searchmatch">nonempty</span> <span class="searchmatch">nonempty</span> (US) From non- + empty. non-empty (not comparable) (set theory) Of a set, containing at least one element; not the empty...
(mathematics) A <span class="searchmatch">nonempty</span> subset of a lattice. (mineralogy) Any of several independent lattices present in a crystal. mathematics: <span class="searchmatch">nonempty</span> subset of a lattice...
union of two or more <span class="searchmatch">nonempty</span> open spaces. any topological space which cannot be written as the disjoint union of two or more <span class="searchmatch">nonempty</span> open spaces arcwise...
[ˈe̞pæˌt̪yçjæ] Rhymes: -yhjæ Syllabification(key): e‧pä‧tyh‧jä Hyphenation(key): epä‧tyhjä epätyhjä (comparative epätyhjempi, superlative epätyhjin) <span class="searchmatch">nonempty</span>...
choice functions) (set theory) A function whose domain is a family of <span class="searchmatch">nonempty</span> sets, and which selects a member from each of those sets as its value....
bound) for any <span class="searchmatch">nonempty</span> finite subset (a join-semilattice or upper semilattice) or has a meet (or greatest lower bound) for any <span class="searchmatch">nonempty</span> finite subset...
[ˈnɛpraːzdniː] neprázdný (adverb neprázdně or neprázdno) (set theory) <span class="searchmatch">nonempty</span> Antonym: prázdný “neprázdný”, in Příruční slovník jazyka českého (in Czech)...
From hyper- + ring. hyperring (plural hyperrings) (mathematics) A <span class="searchmatch">nonempty</span> set R that supports hyperaddition as an abelian hypergroup with neutral element...