Examples of the the word, fourier , in a Sentence Context
The word ( fourier ), is the 18461 most frequently used in English word vocabulary
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- The flame images in the mirror and the known speed of its rotation. A type of, fourier , analyzer can be constructed by connecting a number of barometric flame capsules
- Codes are vectors in the field GF (q) and the spectrum given by its inverse, fourier , transform is over the field GF (Qom) and are constrained to be zero at
- Or magnetic fields are expanded for each field component in terms of the, fourier , series components along the reciprocal lattice vector. Similarly, the
- Operatorname_\nu (-z)\right The Legendre chi function appears as the discrete, fourier , transform,with respect to the order ν, of the Horowitz zeta function, and also
- From a radiated burst are transformed to the spectral domain using a discrete, fourier , transform (DFT). In the spectral domain, stationary clutter can be removed
- Function. Since differentiation in normal space becomes multiplication in, fourier , space,moments can be calculated from these functions in the following way: *
- Companies in the former German Democratic Republic (East Germany) * Running, fourier , transform - in mathematics, a Fourier transform method * Run-flat tire -
- Transform, this means shifting the pole in p_0 slightly, so that the inverse, fourier , transform will pick up a small decay factor in one of the time directions::: K
- Then the Fermi wave-vector. This is related to the Gibbs phenomenon, where,Fourier, series for functions that vary rapidly in space are not good approximations
- Or calculating integrals when using method of moments (MoM); or using fast, fourier , transforms,and time iterations when calculating by the split-step method or by
- Of each image may be detected automatically, for example via edge detection or, fourier , analysis,or selected manually. The in-focus patches are then blended together
- This kind of computations would of course require signal processing theory, fourier , transform theory and the like. And in dealing with algebraic surfaces such as
- Of convolutions is T/\epsilon. The result is easy to evaluate by taking the, fourier , transform of both sides, so that the convolutions become multiplications.::
- Renseignement interior). * Discrete sine transform, a variant of the discrete, fourier , transform for real and odd functions * Disturbance Storm Time Index, pertinent
- Psi = \int_ \franc \Psi\prime ex\, d\math rm is equivalent to doing a, fourier , transform on the gaps in the barrier. The 2007 ACC Men's Basketball Season
- Spectrometers equipped with the new generation of time-of-flight (TOF),Fourier, transform ion cyclotron resonance (FT ICR),or Orbit rap mass analyzers. The
- Pitch to hit the notes precisely. Performers does pitch detection with fast, fourier , transform (FFT) combined with a sophisticated post-processing algorithm. This
- Is also often present. All three periodic signals may be measured by taking a, fourier , transform of the light curve and producing a power spectrum. Intermediate
- Fourier transform also exist in the Galois field GF (q). Cyclic codes using, fourier , transform can be described in a setting closer to the signal processing.
- Dk_1 \ A (k_1)\ ex \, where now A (k1) (the integral is the inverse, fourier , transform of A (k1) ) is a function exhibiting a sharp peak in a region of
- Using the orthonormalize and completeness relations of the discrete, fourier , transform ): 2C (\cos\,kd-1)U_k = m These are the equations for harmonic
- Heisenberg that the absolute squares of the matrix elements of X, which are the, fourier , coefficients of the oscillation, would be the rate of emission of
- Of these algorithms use (or can be modified) to use the concept of quantum, fourier , transform. In recent times, some scientists have decided to propose a new form
- Trigonometric formulae are useful; in more advanced work complex numbers and, fourier , series and transforms are used. Gravitation Gravitational fields General
- Oscillatory exponential for each field value::: \angle \prod_x ex\range The, fourier , transform of a delta-function is a constant, which gives a formal expression
- And because each separate \Tau contribution is a Gaussian, gives whose, fourier , transform is another Gaussian with reciprocal width. So in p-space, the
- Frac = \sum_^ K_me ex: E (\omega, \DEC) = \sum_^ K_no e^ with the, fourier , series coefficients being the K numbers subscripted by m, n respectively, and
- With only the lowest frequency, and the matrix element A_ is the (m-n)TH, fourier , coefficient of the classical orbit, the matrix for \script style A is nonzero
- The frequencies which the particle emits are the same as the frequencies in the, fourier , description of its motion, this suggests that something in the time-dependent
- To peak; and RMS),repetition rate and even more complex functions such as, fourier , transforms. Mixed-signal oscilloscopes A mixed-signal oscilloscope (or MSO)
- Potential energy for interaction of infinitely distant particles vanishes,the, fourier , transformed operators in infinite volume create states which are noninteracting
- Corresponding magnetic or electric fields themselves can be plotted using the, fourier , expansions. The coefficients of the field harmonics are obtained from the
- Int \rho (y) ex Dan y \angle ex \range \angle \prod_^ ex\range \,The, fourier , transform is the expectation of an oscillatory exponential. The path integral
- P can be recovered from their sum and difference. Since A (t) has a classical, fourier , series with only the lowest frequency, and the matrix element A_ is the (
- Operational parameter of a system or equipment * Diffuse reflectance infrared, fourier , transform,a technique for spectra collection A drop or droplet is a small
- Temperature) is a well-ordered system (low temperature). This is because the, fourier , transform takes a high bandwidth signal (more standard deviation) to a low
- Beacons were separated when a computer program analyzed the signals with a fast, fourier , transform. Also, two satellite passes per beacon were used. This eliminated
- And compute respective Fourier transform FT (f) F_1 (w) and discrete-time, fourier , transform DTFT (f) F_2 (w). According to properties of DTFT, F_2 (w) =
- When this pattern is decomposed into separate frequency components using a, fourier , transform,as well as the mean and daily (24-hr) variation, significant
- A lower frequency using superheterodyne techniques and then analyzed using fast, fourier , transformation (FFT) techniques. Form Factor Spectrum analyzers tend to fall
- While the t\right arrow \nifty limit of the second term must vanish. In the, fourier , transform,this means shifting the pole in p_0 slightly, so that the inverse
- Radiation will be emitted in a pattern which repeats every period, so that the, fourier , transform will have frequencies which are only multiples of 1/T. This is the
- To his university (a Burroughs E101) and was one of the inventors of the Fast, fourier , transform algorithm. In 1933,Lemaitre found an important inhomogeneous
- By the two main modern approaches: eigenspace analysis, and elliptical, fourier , analysis (EFA),using hand- or computer-traced outlines. The former involves
- An integer q. This leads to the same Nyquist sampling criteria that discrete, fourier , transforms are subject to:: | I'm (\lambda’m)|=|\omega’m|<\franc Example Notes
- To the Wigner function, \math rm (x, p ), which can be converted by an inverse, fourier , transform into the density matrix for the state in any basis. And then onto a
- For large values of n, m but with n-m relatively small, X_ is the (n-m)TH, fourier , coefficient of the classical motion at orbit n. Since X_ has opposite frequency
- Frequency response itself can be sampled with a resolution of \Delta f and, fourier , transformed to the time domain. This will obtain the filter coefficients hi
- Is obtained by dividing the time-domain in slices and then taking a, fourier , transform,while the other (the filter bank) is obtained by dividing the
- Processing. But their applications are not limited to the complex fields only, fourier , transform also exist in the Galois field GF (q). Cyclic codes using Fourier
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