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Übersetzung für 'n dimensional' von Englisch nach Deutsch

n-dimensional {adj}

n-dimensionalmath.

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n-dimensional torus

n-dimensionaler Torus {m}math.

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useful signal + noise to noise <(S+N)/N> ratio

Verhältnis {n} von Nutzsignal plus Störgeräusch zum Störgeräusch <(S+N)/N>electr.

I don't know the name. <N.N., NN>

nomen nescio <N. N.>idiom

no place, no date {adv} <n.p., n.d.>

ohne Ort und Jahr <o. O. u. J.; o. O. und J.>acad.libr.publ.

set of natural numbers <ℕ, N>

Menge {f} der natürlichen Zahlen <ℕ, N>math.

n-channel / N-channel transistor

n-Kanal- / N-Kanal-Transistor {m}electr.

not applicable {adj} <N/A, n/a, N.A., NA>

entfällt [in Formularen]

no place given <N.P., n.p.> [sine loco] [without place]

sine loco <s. l.> [veraltet] [ohne Ort]acad.artpubl.

no place given {adv} <N.P., n.p.>

ohne Ortsangabe <o. O.>acad.artpubl.

no date given {adv} <N.D., n.d.>

ohne Jahresangabe <o. J.>acad.publ.

three-dimensional manifold <3-dimensional manifold, 3-manifold>

dreidimensionale Mannigfaltigkeit {f} <3-dimensionale Mannigfaltigkeit, 3-Mannigfaltigkeit>math.

not available {adj} <N/A, n/a>

nicht verfügbar

nicht erreichbar

no risk <N/R, n.r.>

ohne Risiko

rhythm'n'blues <R&B, R'n'B, RnB>

Rhythm'n'Blues {m} <R&B, R'n'B, RnB>mus.

Rhythm and Blues {m} <R&B, R'n'B, RnB>mus.

dimensional {adj}

dimensional

dimensional check

Maßkontrolle {f}tech.

four-dimensional {adj}

vierdimensional

dimensional characteristics

maßliche Eigenschaften {pl}

dimensional ratio

Maßverhältnis {n}archi.engin.tech.

• n-dimensional = n-dimensional
• Verhältnis {n} von Nutzsignal plus Störgeräusch zum Störgeräusch <(S+N)/N> = useful signal + noise to noise <(S+N)/N> ratio
• nicht näher bestimmt <n.n.b., NNB> = not elsewhere identified <n.e.i.>
• Nur die Harten komm'n in'n Garten. [ugs.] [hum.] [eher mündlich] = Only the strong survive.
• Menge {f} der natürlichen Zahlen <ℕ, N> = set of natural numbers <ℕ, N>
• dimensional = dimensional
• dimensional = dimensionally
• unendlich-dimensional = infinite-dimensional
• endlich-dimensional = finite-dimensional
• Normalnull {n} <N. N., NN> [Vermessung] = datum line
• (noch) zu nennender Name <NN, N. N.> [Nomen nescio, Nomen nominando] = to be announced <TBA>
• Normalnull {n} <N. N., NN> = sea level <SL>
• nomen nominandum <N. N.> = name hitherto unknown
• nomen nescio <N. N.> = I don't know the name. <N.N., NN>
• Meter {pl} über Normalnull <m. ü. N. N., m. ü. NN> [Deutsche Referenzhöhe, gültig bis 1992 (alte Bundesländer und West-Berlin)] = metres above sea level [Br.] [reference height of Western Germany until 1992]
• Solo für O.N.C.E.L. / Solo für U.N.C.L.E. = The Man from U.N.C.L.E.
• Rhythm'n'Blues {m} <R&B, R'n'B, RnB> = rhythm and blues <R&B, R'n'B or RnB>
• ohne nähere Angabe <o. n. A., o.n.A.> = not otherwise specified <NOS>
• Rhythm'n'Blues {m} <R&B, R'n'B, RnB> = rhythm'n'blues <R&B, R'n'B, RnB>
• von links nach rechts <v. l. n. r., v.l.n.r.> = from left to right <FLTR, f.l.t.r.>
• n-Kanal- / N-Kanal-Transistor {m} = n-channel / N-channel transistor

• In a linear system the phase space is the "N"-dimensional Euclidean space, so any point in phase space can be represented by a vector with "N" numbers.
• In "n"-dimensional Euclidean space the same questions can be posed, for example about SO(n)\SL"n"(R)/SL"n"(Z).
• René Descartes defined extension as the property of existing in more than one dimension, a property that was later followed up in Grassmann's n-dimensional algebra.
• A simplicial complex is a topological space of a certain kind, constructed by "gluing together" points, line segments, triangles, and their "n"-dimensional counterparts (see illustration).
• More generally, there is a "k"-dimensional tangent space at each point of a "k"-dimensional manifold in the "n"-dimensional Euclidean space.

• Some of the formulae above are special cases of the volume of the "n"-dimensional ball and the surface area of its boundary, the ("n"−1)-dimensional sphere, given below.
• in an "n"-dimensional space each region has "n"+1 vertices.
• If a subset of R"n" has Hausdorff dimension less than "n" then it is a null set with respect to "n"-dimensional Lebesgue measure.
• Duality can be generalized to "n"-dimensional space and dual polytopes; in two dimension these are called dual polygons.
• The determinant gives the signed "n"-dimensional volume of this parallelotope, [...] and hence describes more generally the "n"-dimensional volume scaling factor of the linear transformation produced by "A".

• By construction, this is a Sperner coloring. Hence, by Sperner's lemma, there is an "n"-dimensional simplex whose vertices are colored with the entire set of [...] available colors.
• In the field of optimization, linear programming studies the maxima and minima of linear functions; these maxima and minima occur on the boundary of an "n"-dimensional polytope.
• The figure (right) illustrates distribution of lengths N of pairwise almost orthogonal chains of vectors that are independently randomly sampled from the "n"-dimensional cube [...] as a function of dimension, "n".
• The analogue of a cube in four-dimensional Euclidean space has a special name—a tesseract or hypercube.
• Geometrically, this is an "n"-dimensional subset of [...] (maximal dimension, codimension 0) rather than of [...] (codimension 1).

• Specifically in "n"-dimensional space it is called "n"-dimensional parallelotope, or simply [...] -parallelotope (or [...] -parallelepiped).
• For example, a two-dimensional array [...] with three rows and four columns might provide access to the element at the 2nd row and 4th column by the expression [...] in the case of a zero-based indexing system.