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In line with the results of Herring et al. [Evolution of Decaying Two-dimensional Turbulence and Self-similarity, Trends in Mathematics, Birkhäuser Verlag Basel, Switzerland, 1999], and many others, our DNS results show that l grows approximately as t1/2.
φ(T l ) grows linearly as φ(n h ) increases, and the slope is 0.7224, which is smaller than 1, implying that T l has better robustness to the fluctuation of n h.
Similar to the average queue length, the threshold to reach phase three becomes smaller while L grows. Figure 9 End-to-end delay vs. arrival rate with different number of stations.
In general, the complexity of calculation of the set of layer decoding probabilities in Sections "Performance analysis of EW RLC" and 2 grows exponentially, due to an exponential number of terms in sums given in Equations (4) and (5), as K and L grows.
The calculation of the length growth from the measurement of the myelin figure volume shows that the length (L) grows in time (t) as L ∝ t at the early stage of the myelin protrusion in both the presence and the absence of the thermal gradient.
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The sending probabilities can be written in a matrix P : = p 11 p 12 … p 1 s p 21 p 22 … p 2 s … … ⋱ … p n 1 p n 2 … p ns. (1).
Readings were taken after 12 hours of fast between 7 : 00 and 8 : 00 AM.
l Wikipedia.
then l p ( a, c ) ∈ R p.
useD2D l =True.
l http://www.oculus.com.
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