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The aim was to calculate probability distributions of line intensities and shifts, and to study the relationship between intensities and shifts.
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The distributions of LINEs and SINEs in the human genome are characterized by distinctly different compositional patterns, with SINEs predominantly residing in GC-rich genomic regions, and LINEs in GC-poor regions [4], [27], [28].
The effect of frames and stiffeners are treated as a distribution of line body forces.
A system of first-order Cauchy singular integro-differential equations is derived by considering a distribution of line dislocations and line forces on the interface crack.
Information from the ultimate limit state (ULS) design results and the long term distribution of line tensions will also be used here.
The distribution of line impedance of each type is not the same.
Active power distribution of line l i,j) is formulated as (65).
Our analysis of the distribution of LINE and SINE retrotransposons in the three Entamoeba genomes demonstrates that all LINE elements derived from a common ancestral TE related to the R2 group of LINEs (Fig. 4B, bootstrap value = 926/1000).
In principle, older retrotransposons typically lie outside of the functional centromere (Wolfgruber et al. 2009; Li et al. 2013) and can be compared with the distribution of LINE and other TEs in pericentromeres of human chromosomes (Schueler et al. 2001).
In a recent comparative analysis of the distribution of LINE and SINE elements in E. histolytica, Bakre et al. [ 2] reported that TEs account for just 6% of this genome.
Through taking photographs of equidifferent charts and drawing isocline charts of slices at the exit and entrance of the contact zone of samples, the strain distributions of crossing line of slices were calculated by the oblique passing method.
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