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Probabilistic neural networks (PNNs) were employed to model lithofacies sequences as a function of well logging data in order to predict discrete lithofacies distribution at missing intervals.
We show the evolution of such composite thrust sequences as a function of frictional strength (μb) at the basal detachment and thickness ratio (Tr) between the weak and strong layers.
We use a tight-binding model to investigate the transmissivity, Lyapunov coefficient and localization length of DNA, including periodic poly(G poly(C), quasiperiodic Fibonacci polyGC and random sequences, as a function of sequence length and temperature.
That is, we may evaluate the enrichment of seed sequences as a function of the local fdr threshold, compared to a set of proteins unlikely to be regulated by the microRNA, providing a standardized benchmark quantity for all experiments, irrespective of background site enrichment.
We have analyzed the molecular weight of these sequences as a function of isoelectric point and compared them with other fungal AQGP subgroups.
Results of the Pre- Test Figure 1 shows the mean file sizes for each condition and repeated sequences as a function of time and our five conditions.
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Through EMD, a feature sequence (as a function of time) is decomposed into intrinsic mode functions (IMFs).
The glass structure model helps explain the crystallization sequence as a function of mullite content and the formation of different CMC textures.
An entropy-based criterion is proposed to characterize the pattern and intensity of object motion in a video sequence as a function of time.
Electron microscopy studies indicated that the precipitation of copper during tempering followed the sequence (as a function of time): twinned 9R-Cu (0.5 h) → de-twinned 9R-Cu (1 h) → ε-Cu (greater than 3 h), which was accompanied by increase in the size of precipitates from ~ 11 nm to ~ 30 nm.
Plotting the sizes of all pure GA-sequences as a function of their position along a random, computer-generated DNA strand, showed that such sequences are hardly ever longer than 15 bases (Fig. 1a, Fig. 2 (graph a)).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com