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 Übersetzung für 'isomorphic' von Englisch nach Deutsch
ADJ   isomorphic | - | -
SYNO isomorphic | isomorphous
math.
isomorphic {adj}
isomorph
79
isomorphic {adj}von gleicher Form [nachgestellt]
isomorphic {adj}von gleicher Gestalt [nachgestellt]
spec.
isomorphic movement
isomorphe Bewegung {f}
med.
isomorphic response [Koebner phenomenon]
Köbner-Phänomen {n}
med.
isomorphic response [Koebner phenomenon]
isomorpher Reizeffekt {m}
6 Übersetzungen
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Anwendungsbeispiele Englisch
  • Since "M"∞("M"∞("A")) is isomorphic to "M"∞("A"), "K"0 can only distinguish AF algebras up to "stable isomorphism".
  • ... have isomorphic function fields) without being isomorphic as curves.
  • Isomorphic groups. Two groups are "isomorphic" if there exists a group isomorphism mapping from one to the other.
  • Theorem (Coburn) "C*"("V") is isomorphic to the Toeplitz algebra and "V" is the isomorphic image of "Tz".
  • Equivalent difference sets are isomorphic, but there exist examples of isomorphic difference sets which are not equivalent.

  • "I" is also isomorphic to PSL2(5), but "Ih" is not isomorphic to SL2(5).
  • Two polytopes are called combinatorially isomorphic if their face lattices are isomorphic.
  • In particular spatially isomorphic von Neumann algebras are algebraically isomorphic.
  • Conjugate subgroups are isomorphic, but isomorphic subgroups need not be conjugate. For example, an abelian group may have two different subgroups which are isomorphic, but they are never conjugate.
  • There exits other formulations for example the "(rooted) maximum isomorphic agreement subtree" where we require the subtrees to be isomorphic to one another.

  • Cospectral graphs need not be isomorphic, but isomorphic graphs are always cospectral.
  • are evidently non-isomorphic as topological spaces (that is, not homeomorphic).
  • is "strongly isomorphic" to [...] if the permutation is the identity.
  • Every ring has a unique smallest subring, isomorphic to some ring [...] with "n" a nonnegative integer (see characteristic).
  • Finally, [...] is isomorphic to [...] due to the exactness of [...]; so "B" is isomorphic to the direct sum of [...] and [...] , which proves (3).

  • This construction gives a new group. It has a normal subgroup isomorphic to [...] (given by the elements of the form [...]), and one isomorphic to [...] (comprising the elements [...]).
  • Thus, Poincaré duality says that [...] and [...] are isomorphic, although there is no natural map giving the isomorphism, and similarly [...] and [...] are also isomorphic, though not naturally.
  • Similarly, any set with four elements can be given two non-isomorphic group structures: one isomorphic to [...] , and the other isomorphic to [...].
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