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Further, in terms of estimating total cases of ESRD, neither the frequencies here reported, nor those of the Brazilian Nephrology Society include patients who die of ESRD before receiving renal replacement therapy or patients undergoing transplantation without previous dialysis for at least three months.
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The "frequency" here, is defined by the subdivisions of one basic triangular face of an icosahedron.
While ITD-selective neurons respond to a broad range of frequencies (here the black bold curve represents the neuron's combined response for frequencies F1, F2 and F3), their inputs are narrowly tuned to frequency (each input only responding to F1, F2 or F3).
These results imply that the transmission of causal influences in cortical networks is related to channels of communication tuned to specific frequencies, here in the beta rhythm.
Due to the degeneracy and varied size of transcription factor binding sites in the TFD database, the frequencies reported here are noticeably higher in this item compared to the frequencies in the conserved motif table that precedes it.
Notice that BandPassFilter.m uses as an input parameter the sampling frequency (here, 250 Hz) and that internally it uses the function filtfilt, incorporated in the default Matlab (MathWorks Inc., Natick, MA).
The frequency range corresponding to each frequency band is (nω max/2 N, (n + 1)ω max/2 N ), where N = 3, n = 0, 1,…,7, and ωmax is the maximum frequency; here ωmax = 498.
An application of the cluster frequency here devised helps in this procedure avoiding ambiguities by ties by looking for those clusters with high frequencies and selecting just in those clusters representative descriptors by traditional methods like the nearest to the centroid of the cluster.
Both make predictions on the alternation frequency (here: switch rate), when input strength is varied.
The 22%% frequency here reported is slightly different from what is reported in literature, however, the small number of patients in this cohort is not enough to establish a significant frequency reference.
where ν0 is the hopping attempt frequency (here set to the standard value ν0 = 1013s−1), E S is the diffusion barrier, k the Boltzmann constant and T the temperature.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com