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The TSA method showed the largest deviations from expected values for spikes with expected ratios in the range 2.0 – 6.0 (Table 1).
That is, the set of expected values for members of $P$.
A deterministic dynamic program using expected values for random variables, The ADP algorithm of Sect.
As more research is published, expected values for sub-groups by age, treatment, and co-morbidities should be developed.
Under random loading with the zero expected values for Gaussion processes it leads to the centered stochastic process.
The expected values for each compound were calculated and plotted to elucidate their correlations with the experimental values.
In the present study, the elastic indices showed much higher than the expected values for ductile alloys (<30 % [26]).
The study is made in terms of expected values for those variables considered random, i.e., in the long run.
The next step was to choose the low and high expected values for energy consumption and emissions.
In the following section we focus on estimating these desired expected values for the case of thresholding.
The summary of expected values for the TDM-related delay for a tree-hop relaying is depicted in Figure 5.
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