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Then, the received SIR over the link A-B is given by SI R A = P A | h AB | 2 ∑ P A i | h A i B | 2, which corresponds to the channel capacity of log(1 + SIR A ) (bits/s).
The (univariate) predictive capacity of log of CRP, using Harrell's c-index was 70% for OS, 77% for CSS and 73% for DFS.
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Although the potential risk of herbicide contamination of water ways is likely to be highest in steepland forests, this risk was minimised by the combined use of 'no-spray' zones along the stream channel, the buffering capacity of logging slash in the stream channel and the spatial distribution of treated areas within the catchment.
The sum of capacities (sum-rate) and the sum of log capacities (log-rate) in a cell are respectively given by C sum = ∑ i = 1 N C i, C log = ∑ i = 1 N log C i = log ∑ i = 1 N C i. (39).
The optimum scheduling thresholds ρ∗ and ρ′∗ that maximize the Clog are dependent on the values of α and τ. Figure 8 Sum of log capacities versus the scheduling thresholds for different α and τ combinations.
Binding of antibodies was analysed by flow cytometry and specific antigen density was calculated by subtracting background antibody equivalent from antibody-binding capacity based on a standard curve of log mean fluorescence intensity vs log antigen-binding capacity.
To this end, a dataset of 25 substances as solutes to two different stationary phases (polyethylene silica and polyethylene alumina) were analyzed to their structural descriptors and related to their retention behavior as expressed by the logarithms of their capacity factors (log k′).
Schwaiger and Zimmer [24] reported a range of payload capacities among European nations; the simulations reported here used an average capacity of 27.2 metric tonnes per logging truck, following survey results from Washington state presented by Mason et al. [43].
Schwaiger and Zimmer [ 24] reported a range of payload capacities among European nations; the simulations reported here used an average capacity of 27.2 metric tonnes per logging truck, following survey results from Washington state presented by Mason et al. [ 43].
According to usual practice of seismic PSAs, capacity of component is represented as a log-normally distributed random variable defined by a median and logarithmic standard deviations (LSDs), which represent inherent randomness about the median, βr, and uncertainty in the median due to lack of knowledge, βu.
where KF (mg1 − 1 / n g−1 L1 / n) is the adsorption capacity and n is the adsorption intensity of metal ions on the sorbent that can be determined from the linear plot of log (qe) versus log (Ce).
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