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We calculated the frequencies of state pairs and compared against a null model assuming random matching.
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As corollary, we obtain the frequencies of state-ordered couples for random fields on homogeneous trees.
We obtain the small deviation theorems for the random fields and the frequencies of state-ordered couples for random fields on homogeneous trees.
Fig. 13 shows the frequency of state of charge (SOC) of the battery.
Further in the ith processor operation state: (P_{P}^{text {Stat}}) is the power consumption cost, (T_{P}^{text {Stat}}) is the time interval, (chi _{P}^{text {Xion}}) is the frequency of state transition, and (E_{P}^{text {Xion}}) is the energy consumption cost of one state transition.
The frequency of state alterations can be controlled by the degree of the stochastic fluctuations (small variance – no/few state changes, large variance - frequent state changes), wherefore it can be regarded as an explicit control parameter.
The equilibrium frequency of states is denoted by, where is the frequency of state.
For each model, we estimated the level of polymorphism generated as the relative frequency of state 0 (functional operon), and the two distributions were tested for significant differences with a two-sample Kolmogorov Smirnov test in R (http://www.R-project.org/, last accessed December 31 , 2012.
We obtain the distribution estimate by computing the frequency of states (values of arcs and nodes) visited by the Gibbs sampler in a large number of independent runs.
Data were collected on mean pharmaceutical usage per sequela occurrence until resolution (brand of pharmaceutical = mean singular dosage * mean daily frequency of stated dosage * duration of use until resolution).
MECMR summarized year-to-year reproductive data as a transition matrix giving the frequencies of RP state changes from one year to the next.
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