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This pattern can be described with the row vector [-1 +1 0].
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This scan pattern can be described using a transverse fast direction vector d f a s t corresponding to the direction of the B-scans and an orthogonal slow direction vector d s l o w.
The pattern can be described by what scientists call a power law.
The fringe pattern can be described in frequency domain, as shown in Eqs.
Using our framework, we show that virtually any communication pattern can be described to the framework.
The flow properties of the whole wormhole pattern can be described by a single parameter, its "equivalent size", deduced simply from Darcy's law.
The interaction pattern can be described as a presence absence matrix denoting the observed and unobserved interactions (as shown here) or a quantitative matrix with data on interaction strength for each observed pairwise interaction.
In particular, if we assume white thruster force noise (mathrm{FN}_{0} mbox{ N/}sqrt{mbox{Hz}}), then the effect of thruster noise on the interference pattern can be described via an effective 'decoherence' parameter: Lambda_{mathrm{th}} = frac{2 mathrm{FN}^{2}_{0} m^{2}}{hbar^{2} M^{2}}, (16) where M is the mass of the spacecraft, and m is the mass of the test particle.
In general, the hemodynamic response pattern can be described as a signal increase for patients when confronted with OPD relative to Traffic sentences.
The time course of the correlation with the previous and the current pattern can be described by the time course of the pattern encoded during the OFF- and the ON-responses respectively (see Text S1 section Decoding ON- and OFF-responses).
The spatial frequency of a pattern can be described by means of a two-dimensional discrete Fourier transformation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com