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However, the bandwidth of is very small compared with.
When the value of is very large, the embedded information causes great image distortion.
Secondly, it is possible to observe that the variation of related to different values of is very small.
But the property of is very important in the study of -Laplacian problems, for example, in [18], the authors use this property to deal with the existence of solutions.
Since in the case of false positives the color value of is very close to the mean of one of the distributions, at least for one distribution a small value is obtained for.
The computational possibility of the resolvent,, of in Lemma 2.7 and Theorem 3.1 is well defined mathematically, but, in general, the computation of is very difficult in large-scale finite spaces and infinite spaces.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com