Sentence examples for spectrum matrices from inspiring English sources

Exact(1)

Specifically, first a relationship between the evolutionary power spectrum matrices of the excitation and of the system response is derived by using a recently proposed locally stationary wavelet based representation of non-stationary stochastic processes.

Similar(59)

For the source data in the form of a cross spectrum matrix an over-determination method is introduced.

The feature representation of a signal is given by the first left and right singular vectors of its ambiguity spectrum matrix.

To generate a realisation of a slip distribution with desired stochastic properties, compute the theoretical normalised power spectrum for given parameter values, generate the wavenumber matrix, calculate the power spectrum matrix, and obtain the amplitude spectrum.

To address this issue, we propose the so-called Singular Spectrum Matrix Completion (SS-MC) scheme, a formal approach for the recovery of missing values and the forecasting of future ones from a single or multiple time series measurements.

In this work, we propose Singular Spectrum Matrix Completion (SS-MC), a novel approach for the simultaneous recovery of missing data and the prediction of future behavior in the absence of complete measurement sets.

The spatial power spectral density of the excitatory firing rate E at wavenumber q is then given by ([tilde {mathbf{G}}(q)]_{11}), the ((1,1)) entry of the (2times2) spectrum matrix.

If the pavement excitation spectral density ( {mathbf{S}}_{eta } (omega ) ) is a real spectrum matrix, then by expanding (72b) using (73a) and (73b), we have {mathbf{SR}}_{{mathbf{Z}}} (X_{ij},omega ) = {mathbf{HR}} cdot {mathbf{S}}_{{varvec{eta}}} (X_{ij},omega ) cdot {mathbf{HR}}^{T} + {mathbf{HI}} cdot {mathbf{S}}_{{varvec{eta}}} (X_{ij},omega ) cdot {mathbf{HI}}^{T}.

If the pavement excitation spectral density ( {mathbf{S}}_{eta } (omega ) ) is a complex spectrum matrix, say {mathbf{S}}_{{varvec{eta}}} (X_{ij},omega ) = {mathbf{SR}}_{{varvec{eta}}} (X_{ij},omega ) + i{mathbf{SI}}_{{varvec{eta}}} (X_{ij},omega ) (76 then by expanding Eqs.

Since matrix metalloprotease activity is required for cell invasion of fibrin in vitro [22], [23], cells were cultured on a 2 mg/ml fibrin gel with the broad spectrum matrix metalloprotease inhibitor (MMPi) GM6001 added to the media.

In some cases the broad spectrum matrix metalloproteases inhibitor GM 6001 (Calbiochem) at a concentration of 20 µM was added to the cell culture media prior to seeding the cells.

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