English-Wörter für 'Alternative spelling of Riemann zeta function.'
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noun
- (mathematics) A mathematical function, formally known as the Riemann zeta function.
- The sixth letter of the modern Greek alphabet (Ζ, ζ) preceded by epsilon (Ε, ε) and followed by eta, (Η, η); or the seventh letter in the ancient Greek alphabet, in which it is preceded by digamma (Ϝ, ϝ)
- the 6th letter of the Greek alphabet
noun
- (countable) A usage of (a specified value of) the Riemann zeta function, such as in an equation.
- (number theory, analytic number theory, uncountable) The function ζ defined by the Dirichlet series ζ(s)=∑ₙ₌₁ ᪲1/(nˢ)=1/(1ˢ)+1/(2ˢ)+1/(3ˢ)+1/(4ˢ)+⋯, which is summable for points s in the complex half-plane with real part > 1; the analytic continuation of said function, being a holomorphic function defined on the complex numbers with pole at 1.
adj
- of or relating to Riemann's non-Euclidean geometry
- (mathematics) Of or relating to the work, or theory developed from the work, of German mathematician Bernhard Riemann, especially to Riemannian manifolds and Riemannian geometry.
- (music) Relating to the musical theories of German theorist Hugo Riemann, particularly his theory of harmony, which is characterised by a system of "harmonic dualism".
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- (differential geometry) The extent to which a Riemannian manifold is intrinsically curved.
- (mathematics) The extent to which a subspace is curved within a metric space.
- The shape of something curved.
- the rate of change (at a point) of the angle between a curve and a tangent to the curve
- the property possessed by the curving of a line or surface
- (medicine) a curving or bending; often abnormal
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noun
- (mathematics) A mathematical function, formally known as the Riemann zeta function.
- The sixth letter of the modern Greek alphabet (Ζ, ζ) preceded by epsilon (Ε, ε) and followed by eta, (Η, η); or the seventh letter in the ancient Greek alphabet, in which it is preceded by digamma (Ϝ, ϝ)
- the 6th letter of the Greek alphabet
noun
- (countable) A usage of (a specified value of) the Riemann zeta function, such as in an equation.
- (number theory, analytic number theory, uncountable) The function ζ defined by the Dirichlet series ζ(s)=∑ₙ₌₁ ᪲1/(nˢ)=1/(1ˢ)+1/(2ˢ)+1/(3ˢ)+1/(4ˢ)+⋯, which is summable for points s in the complex half-plane with real part > 1; the analytic continuation of said function, being a holomorphic function defined on the complex numbers with pole at 1.
noun
adj
- of or relating to Riemann's non-Euclidean geometry
- (mathematics) Of or relating to the work, or theory developed from the work, of German mathematician Bernhard Riemann, especially to Riemannian manifolds and Riemannian geometry.
- (music) Relating to the musical theories of German theorist Hugo Riemann, particularly his theory of harmony, which is characterised by a system of "harmonic dualism".
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- (differential geometry) The extent to which a Riemannian manifold is intrinsically curved.
- (mathematics) The extent to which a subspace is curved within a metric space.
- The shape of something curved.
- the rate of change (at a point) of the angle between a curve and a tangent to the curve
- the property possessed by the curving of a line or surface
- (medicine) a curving or bending; often abnormal
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Keine passenden Wörter gefunden. Versuchen Sie eine allgemeinere Beschreibung.
adj
- of or relating to Riemann's non-Euclidean geometry
- (mathematics) Of or relating to the work, or theory developed from the work, of German mathematician Bernhard Riemann, especially to Riemannian manifolds and Riemannian geometry.
- (music) Relating to the musical theories of German theorist Hugo Riemann, particularly his theory of harmony, which is characterised by a system of "harmonic dualism".