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Kolmogorov

💡 Words with a Similar Meaning to "Kolmogorov"

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WordDefinition
fokkernounAny of a class of aeroplanes produced by the Fokker company, used by Germany in World War I.
sinainounA mountain in Sinai Peninsula; the location where Moses is said to have received the Ten Commandments from God.
smirnoffnoun(UK) A serving of the Smirnoff brand of vodka.
smirnovnounA transliteration of the Russian surname Смирнов (Smirnov).
mosernoun(Judaism) An informer or grass; one who tells on another.
plancknoun(physics) Used attributively in the names of various units, formulae etc. first devised or worked on by the German physicist Max Planck (1858–1947), chiefly in the realm of quantum theory.
hausdorff(of a topological space) Such that any two distinct points have disjoint neighborhoods.
preregular(topology, of a space) In which any two topologically distinguishable points can be separated by neighbourhoods
connectedverbHaving relationships; involved with others.
well-pointed(category theory) Said of a category or topos: that it has a terminal object (or that it has no zero object, if it is a topos) and in which any distinct pair of parallel morphisms can be distinguished by their distinct compositions with a global element of their domain; i.e. any pair of parallel morphisms is distinct if and only if there is a global element in their domain that does not equalize them.
disconnectedThat is no longer connected.
bitopological(mathematics) Equipped with two distinct arbitrary topologies.
hyperconnectedMaking intense use of telecommunications networks.
locally compact(topology) Of a topological space: such that, for every point of the space, there is a neighborhood of that point whose closure is compact.
separableAble to be separated.
metacompactnoun(topology) Of a topological space: such that every open cover has a point finite open refinement. That is, given any open cover of the topological space, there is a refinement which is again an open cover with the property that every point is contained only in finitely many sets of the refining cover.
discreteSeparate; distinct; individual; non-continuous.
unicoherent(mathematics) Of a topological space X: such that it is a connected space and, for any closed, connected A,B⊂X with X=A∪B, the intersection A∩B is connected.
nonmanifold(computer graphics, of a polygon mesh) Not representing a continuous, closed surface (i.e. of a solid object)
metrizablenoun(topology) Of a topological space: for which a metric exists that will induce the original topology.

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