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Their result shows aggregate throughput scaling of order Θ ( n ) for arbitrary networks of n nodes.
But changing the scaling considered here to the time-scale of order (varepsilon ^{-4}) considered in [5, 6] (i.e. by replacing (varepsilon ^{2}) by ε̂) one could see that this would lead to a larger scaling (of order (hat{varepsilon}^{-1/2})) of the solutions in the ansatz and a larger noise strength of order (hat{varepsilon }^{-1/2}).
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We are interested here the studying behavior of the solutions of (3) on time-scales of order (varepsilon^{-4}).
Here we will change the scaling, and go to larger time-scales (of order (varepsilon^{-4})) and closer to bifurcation (i.e., (nu_{varepsilon}) of order (varepsilon^{4})).
The most important finding is that interfaces and thin films of width L should exhibit transitions between two-dimensional and three-dimensional distance laws for physical quantities at length scales of order Lm/2m * or, respectively.
The answer to this "riddle" about the appropriate dynamics of s for small τ s in the original propofol model lies in an intermediate time-scale of order O , 0 < α < 1.
Surface rainfall estimates from radar, traditionally derived at scales of order 1 km, are now requested at grid lengths of 100 m to drive improvements in the outputs of these models.
Nanoblends, in which dispersed-phase domains exhibit length scales of order 100 nm or less, are made using a continuous, industrially scalable, mechanical process called solid-state shear pulverization (SSSP).
LWs vary on scales of order O ( 1 ), i.e. correspond to vanishing frequencies: they have been studied in the context of mean-field theory, i.e. by analysing a suitable functional equation for the probability distribution of the membrane potential u [2, 24].
It was also noted that the width of this feature in reciprocal (Q) space identified a larger scale of order over which these MRO-regime correlations persisted; this has subsequently been defined as the coherence length, L. The position and width of the FSDP in glassy SiO2 have received considerable attention, and are well-characterized [7, 8, 14].
In this section, we carry out this analysis, and prove that the optimum number of quantization bits scales as Θ log2. With this optimum scaling, the optimum throughput pre-constant scaling is of order Θ log21−1/h).
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