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Standard deviation of energy.
The standard deviation of energy defines the average variance between the residual energy levels on all nodes and is measured by Eq. 18, sigma = sqrt{frac{1}{|mathcal{N}|}sum_{i=1}^{|mathcal{N}|}(E_{i}-mu)^{2}}, (18).
The standard deviation of energy defines the average variance between the residual energy levels on all nodes and is measured by Eq. 18, sigma = sqrt{frac{1}{|mathcal{N}|}sum_{i=1}^{|mathcal{N}|}(E_{i}-mu)^{2}}, (18) where E i and μ are, respectively, the residual energy of node S i and the mean residual energy for all nodes.
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This means we accept only a specified deviation of the energy energy (s) of the random structure s from the corresponding expected free energy μ energy,n and reject structures whose energy differs too much from the expected value.
Deviations of energy consumtion in these patients could not use as a prognostic factor.
Furthermore, a Gaussian distribution of the electron energies was assumed: d P E d E = 1 σ 2 π exp - E - E 0 2 σ 2, where σ is the standard deviation of the energy distribution, E0 is the mean value of the primary energy, and E is the actual energy of one electron.
The problem requires selecting two different wind turbine models (from a list of 26 items available) to minimize the standard deviation of the energy produced throughout the day while maximizing the total energy produced by the wind farm.
Energy-entropy block is calculated by standard deviation of the energy entropy over a 1-s clip.
The deviation of peak energy by ±0.04 eV corresponds to a deviation of dot size by ±0.1 nm for InAs in this energy range.
b Standard deviation of residual energy.
b The relative standard deviation of the energy consumption.
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