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The DCT is performed on an N x N square matrix of pixel values, and it yields an N x N square matrix of frequency coefficients.
In particular, an uncertain model is considered for inversion in the form of a matrix of frequency response functions whose modal parameters originate from either measurements or a finite element model.
In dealing with this kind of the acoustical inverse problem, the strength of the discretized source distribution can be simply deduced from the measured pressure field and the inversion of corresponding matrix of frequency response functions.
One method for deducing the strength of an acoustic source distribution from measurements of the radiated field involves the inversion of the matrix of frequency response functions relating the field measurement points to the strengths of a number of point sources used to represent the source distribution.
One method for deducing the strength of an acoustic source distribution from measurement of the radiated field involves the inversion of the matrix of frequency response functions relating the field measurement points to the strengths of a number of point sources used to represent the source distribution.
Although we could present a matrix of frequency couplings by what we have just described, we wish to find an admittance matrix relating current and voltage amplitudes.
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The frequency-level response area was determined with tonal stimuli presented over a wide frequency range encompassing the estimated CF and from levels extending from 20 dB below the estimated CF threshold up to 80 dB SPL, and with spike counts measured across 8 20 repetitions of this matrix of frequency-level combinations.
This first requires to compute the expectation and covariance matrix of frequencies and then to study the derivative of a function which is specific of the method used to compute the pattern statistics.
There was no effect of the matrix on frequencies of either small or large foci (Fig. S5).
TOFS uses the noise subspace obtained from EVD of the correlation matrix of each frequency [12].
The second step was to analyze the transfer matrix of behavioral frequency.
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