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 Übersetzung für 'quotient ring' von Englisch nach Deutsch
math.
quotient ring
Faktorring {m}
math.
quotient ring
Quotientenring {m}
Teiltreffer
med.
ventilation / perfusion quotient <V/P quotient, VP quotient>
Ventilations-Perfusions-Quotient {m} <V-P-Quotient>
quotientQuotient {m}
57
med.
Kayser-Fleischer (corneal) ring <KF ring> [caused by copper deposits]
Kayser-Fleischer-Kornealring {m}
achievement quotientLeistungs­quotient {m}
math.
quotient module
Quotientenmodul {m}
math.
quotient module
Faktormodul {m}
math.
quotient rule
Quotientenregel {f}
math.
quotient space
Quotientenraum {m}
urban
location quotient
Standortquotient {m} [Raumordnungs­politik]
anat.med.
encephalization quotient
Enzephalisationsquotient {m}
med.
urobilin quotient
Urobilinquotient {m}
med.
protein quotient
Eiweißquotient {m}
energy quotientEnergiequotient {m}
med.psych.spec.
deterioration quotient
Abbau-Quotient {m} <AQ>
math.
quotient set
Quotientenmenge {f}
math.
quotient construction
Quotientenkonstruktion {f}
tech.
reference quotient
Referenzquotient {m} <RQ>
math.
quotient topology
Quotiententopologie {f}
biochem.chem.
concentration quotient
Konzentrationsquotient {m}
success quotientErfolgsrate {f}
22 Übersetzungen
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Anwendungsbeispiele Englisch
  • In algebraic geometry, an affine algebraic set can be identified with a quotient ring of a polynomial ring in such a way that the points of the algebraic set correspond to the maximal ideals of the ring (this is Hilbert's Nullstellensatz).
  • The notion of localization of a ring (in particular the localization with respect to a prime ideal, the localization consisting in inverting a single element and the total quotient ring) is one of the main differences between commutative algebra and the theory of non-commutative rings.
  • The notation "L" / "K" is purely formal and does not imply the formation of a quotient ring or quotient group or any other kind of division.
  • Every unital ring may be viewed as an additive category with a single object, and the quotient of additive categories defined above coincides in this case with the notion of a quotient ring modulo a two-sided ideal.
  • The quotient ring of a Boolean ring modulo a ring ideal corresponds to the factor algebra of the corresponding Boolean algebra modulo the corresponding order ideal.

  • occurs on the corresponding quotient ring.
  • Thus, it makes sense to speak of the quotient ring "R"/(ker "f").
  • When the less complicated number ring is taken to be the ring of integers, Z, then the norm of a nonzero ideal "I" of a number ring "R" is simply the size of the finite quotient ring "R"/"I".
  • Then the ring of univariate polynomial differential operators over "R" is the quotient ring [...].
  • The quotient ring "B/I" gives the field R of real numbers [...].

  • In the quotient ring (algebra) of residue classes modulo &fnof;("X"), the multiplication by "X" defines an endomorphism that has the zeros of &fnof;("X") as eigenvalues with the corresponding multiplicities.
  • With these operations, the residue classes form a commutative ring, the quotient ring of the Gaussian integers by the ideal generated by [...] , which is also traditionally called the "residue class ring modulo" [...] (for more details, see Quotient ring).
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Enthält Übersetzungen von der TU Chemnitz sowie aus Mr Honey's Business Dictionary (nur Englisch/Deutsch).
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