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For instance, by integrating out populations we can compute the joint density of frequencies associated with every triplet of populations from the higher joint density as φ ˜ (x 1, x 2, x 3 | θ ) = ∫ 0 1 ⋯ ∫ 0 1 φ (x 1, …, x K | θ ) d x 4 ⋯ x K.
More precisely, given an AFS f i 1, i 2, … i K built from C sampled chromosomes in K populations, a particular demographic scenario θ, and a joint density of population frequencies φ(x| θ) associated with θ, we know that the AFS and the joint density of frequencies are related (Sawyer and Hartl 1992) as (1) f i 1, i 2, … i K = (C ! ) K i 1 !
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The number of sites with high carrier configuration and density of frequency reuse increase constantly while the distance between base stations of cellular networks is decreasing.
The spectral density of each frequency band-high frequency (HF) (0.15 0.4 Hz), low frequency (LF) (0.04 0.15 Hz), and very low frequency (VLF) (0.003 0.04) were computed by average power spectrum.
Using the LORETA module of the Vision Analyzer software, the intracortical averaged squared current densities of frequency band power in four predefined regions of interests (ROIs) were calculated.
When the equivalent circuit is affected by the same AC current density of different frequencies, Yunovich and Thompson (2004) indicated that the impedance of the electric double-layer capacitor decreased with the increase in the AC frequency.
We used a basis of polynomials up to degree 20 (Λ = 20) to approximate the density of population frequencies.
The terms that are multiplied by Dirac deltas represent the density of allele frequencies of those SNPs that are localized in the different boundary components.
In lean individuals, the glucose drink increased the energy density of the frequencies between 0.01 and 0.02 Hz (Fig. 2 A ). Intake of the liquid mixed meal increased the energy density of all five frequency bands and the total energy density of the entire spectrum (Fig. 2 B ).
As a simple illustration of the convergence properties of polynomial expansions, we approximated the equilibrium density of allele frequencies in one population [ φ(x) = dx/ x with 1/2 N ≤ x ≤ 1] by means of polynomial expansions φΛ x).
The finite-difference method is a classical technique for numerically solving partial differential equations in which the density of allele frequencies is approximated by a piecewise linear function, and the derivatives are approximated by means of finite subtractions.
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