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Based on the above observation, the pixel value at the dark channel can be approximated as follows: {J}^{mathrm{dark}}approx 0. (5)This approximation to zero for the pixel value of the dark channel is called the DCP.
For Farabi, a person's ultimate happiness is found in this approximation to the ideal.
One uses this approximation to propagate parameter samples from this time instant to the next.
The equalizer considered in this article will also adopt this approximation to reduce the complexity.
We use this approximation to construct confidence intervals for the autoregressive parameter.
It then uses this approximation to identify candidate points for the global minimum.
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This set forms the approximation to the Pareto front (PFapprox), composed by different non-dominated solutions.
Moreover, we modified this peakedness approximation to allow for time-dependent arrivals, which is exploited in the step of admission scheduling.
This study is a first approximation to this subject; we currently have little information about this issue, and the results could change during the coming years.
This approximation leads to an error less than 1.25 × 10−7.
This approximation leads to a degradation of the performance whereas the strategy 2 does not consider this approximation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com