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 Übersetzung für 'countably many' von Englisch nach Deutsch
math.
countably many {adj}
abzählbar viele
Teiltreffer
math.
countably infinite {adj}
abzählbar unendlich
zool.T
many-banded / many banded krait [Bungarus multicinctus]
Vielbindenbungar {m} [Giftschlange]
zool.T
many-banded / many banded krait [Bungarus multicinctus]
Vielbindenkrait {m} [Giftschlange]
zool.T
many-banded / many banded krait [Bungarus multicinctus]
Südchinesischer Vielbindenbungar {m}
zool.T
many-banded / many banded krait [Bungarus multicinctus]
Chinesischer Krait {m} [Giftschlange]
zool.T
many-banded / many banded krait [Bungarus multicinctus]
Vielgebänderter Krait {m} [Giftschlange]
many {adj}viele
1749
many {adj}zahlreich
122
many {adj}jenste [schweiz.]
7
many things­vieles
many-legged {adj}vielbeinig
many-faceted {adj}vielschichtig
Many apologies.Ich bitte vielmals um Verzeihung.
how manywie viele
math.
many-valued {adj}
mehrwertig
great manygroße Anzahl {f}
many-rowed {adj}vielreihig
many-times {adj}oftmalig
as manywie viele
many{pron}mancher
21 Übersetzungen
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Anwendungsbeispiele Englisch
  • Hence, in normed spaces, it is usually only ever necessary to consider series with countably many terms.
  • With the theory of infinite series, this can be extended to the case of countably many possible outcomes.
  • Because there are only countably many analytical numbers, most real numbers are not analytical, and thus also not arithmetical.
  • The Baire category theorem says that every complete metric space is a Baire space. That is, the union of countably many nowhere dense subsets of the space has empty interior.
  • The elements of any finite subset can be ordered into a finite sequence. There are only countably many finite sequences, so also there are only countably many finite subsets.

  • The theorem has two forms, each of which gives sufficient conditions for a topological space to be a Baire space (a topological space such that the intersection of countably many dense open sets is still dense).
  • There is a similar principle for infinite sets: If uncountably many pigeons are stuffed into countably many pigeonholes, there will exist at least one pigeonhole having uncountably many pigeons stuffed into it.
  • The Hilbert cube is obtained by taking a topological product of countably many copies of the unit interval.
  • Even a Turing oracle with random data is not computable (with probability 1), since there are only countably many computations but uncountably many oracles.
  • In particular, any set that is at most countable has Lebesgue measure zero, and thus a bounded function (on a compact interval) with only finitely or countably many discontinuities is Riemann integrable.

  • This implies that if a theory in a countable signature has only countably many types over the empty set, then this theory has an atomic model.
  • A trivial consequence of the continuum hypothesis is that a complete theory with less than continuum many nonisomorphic countable models can have only countably many.
  • of countably many copies of [...] (this homeomorphism need not be a linear map).
  • The Cantor set is homeomorphic to the product of countably many copies of the discrete space [...] and the space of irrational numbers is homeomorphic to the product of countably many copies of the natural numbers, where again each copy carries the discrete topology.
  • A subset of R"n" is a "null set" if, for every ε > 0, it can be covered with countably many products of "n" intervals whose total volume is at most ε. All countable sets are null sets.

  • In the bivariate case, the first equivalent condition for multivariate reconstruction of normality can be made less restrictive as it is sufficient to verify that countably many distinct linear combinations of [...] and [...] are normal in order to conclude that the vector of [...] is bivariate normal.
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Enthält Übersetzungen von der TU Chemnitz sowie aus Mr Honey's Business Dictionary (nur Englisch/Deutsch).
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