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 Übersetzung für 'Fourier analysis' von Englisch nach Deutsch
NOUN   a Fourier analysis | Fourier analyses
SYNO Fourier analysis | harmonic analysis
math.
Fourier analysis
Fourieranalyse {f}
math.
Fourier analysis <FA>
Fourier-Analyse {f} <FA> [auch: Fourieranalyse]
Teiltreffer
MedTech.
Fourier line
Fourierzeile {f}
math.opticsphys.
Fourier spectrum
Fourier-Spektrum {n}
phys.
half-Fourier {adj}
Halb-Fourier-
math.
Fourier coefficient
Fourier-Koeffizient {m}
math.
Fourier series
Fourierreihe {f}
math.
Fourier space
Fourier-Raum {m}
optics
Fourier optics
Fourieroptik {f}
math.phys.
Fourier transform
Fouriertransformierte {f}
MedTech.
half (Fourier) scan
Ortsfrequenzraumauffüllung {f}
engin.unit
Fourier number <Fo>
Fourier-Zahl {f} <Fo>
MedTech.
half-Fourier imaging
Halb-Fourier-Bildgebung {f}
fast Fourier transformationschnelle Fourier-Transformation {f}
math.
Fourier transform <FT>
Fourier-Transformation {f} <FT>
phys.
Fourier's law
Fouriersches Gesetz {n} [alt]
MedTech.phys.
half-Fourier technique
Half-Fourier-Technik {f}
phys.
Fourier's law
Fourier'sches Gesetz {n}
phys.
Fourier's law
fouriersches Gesetz {n}
phys.
Fourier transformation method <FTM>
Fourier-Transformationsmethode {f} <FTM>
MedTech.phys.
fast Fourier transform <FFT>
schnelle Fourier-Transformation {f}
phys.
Fourier transformation method <FTM>
Fouriertransformationsmethode {f} <FTM>
22 Übersetzungen
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Anwendungsbeispiele Englisch
  • These spaces are of fundamental importance in many areas, including the mathematical formulation of quantum mechanics, machine learning, partial differential equations, and Fourier analysis.
  • While most of the energy of the signal is contained within "fc" ± "f"Δ, it can be shown by Fourier analysis that a wider range of frequencies is required to precisely represent an FM signal.
  • The solution to the differential equation for this type of motion can be written in terms of sines and cosines, functions which are thus referred to as "harmonics". Fourier analysis involves expanding functions on the unit circle in terms of a series of these harmonics.
  • An important example of this is Fourier analysis, which diagonalizes the heat equation using the eigenbasis of sinusoidal waves.
  • See also Gubinelli–Imkeller–Perkowski (2015) for a related development based on Bony's paraproduct from Fourier analysis.

  • This is a list of linear transformations of functions related to Fourier analysis.
  • Wavelet analysis is similar to Fourier analysis in that it allows a target function over an interval to be represented in terms of an orthonormal basis.
  • Some of the pioneering techniques of contrast enhancement using Fourier analysis were developed at Ames in conjunction with researchers at ESL Inc.
  • In fact, this applies to any arbitrary periodic signals, because these can be approximated as a sum of sinusoids through Fourier analysis.
  • This is a consequence of the mathematics of Fourier analysis.

  • Hamilton's scientific career included the study of geometrical optics, ideas from Fourier analysis, and his work on quaternions which made him one of the founders of modern linear algebra.
  • Simple harmonic motion provides a basis for the characterization of more complicated periodic motion through the techniques of Fourier analysis.
  • in the formulae of Fourier analysis is ultimately a consequence of the Stone–von Neumann theorem, asserting the uniqueness of the Schrödinger representation of the Heisenberg group.
  • In Fourier analysis, the cepstrum ([...]; plural "cepstra", adjective "cepstral") is the result of computing the inverse Fourier transform (IFT) of the logarithm of the estimated signal spectrum.
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