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A continuous version is given below.
or in normalized continuous version, (18).
A continuous version of this inequality is presented in [15].
Note that its continuous version was presented in [10].
Hence, the continuous version is justified mainly by convenience.
Therefore, in this article, we focus on the continuous version of HMM for classification.
Our first result is the continuous version of Theorem 2.2 of Shi and Chen [16].
An analog (continuous) version of Freeman's code is the curve (alpha -s).
This process is null on the axes and has a continuous version.
Theorem 3.4 proves the continuous version of Theorem 3.5, which is not presented in [11].
This Lemma is the continuous version of Lemma 2.3 of Tan and Xu[32].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com