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But exactly how would you describe this procedure in terms that are not gruesome?
We describe this procedure in short: we 'start' from a simplex in (T') whose face is σ and which has a vertex contained in ({e^{1},ldots,e^{n-1}}); call this simplex (sigma'_{1}), then choose (sigma'_{2}) to be the simplex adjacent to (sigma'_{1}) that shares the face σ with (sigma '_{1}).
Some studies describe this procedure as a "drying mechanism": legal procedures function as a fast rotating dryer that dehydrates extra "water" (items irrelevant to legal procedures, e.g., morals, habits, or experience) and dress up a dispute with a legal coat (Guo 2013; Liu 2014).
Equations (2) to (5) describe this procedure: magenta _ vs _ green = DoG R + B 2, σ 1, G, σ 2 (2) yellow _ vs _ blue = DoG R + G 2, σ 1, B, σ 2 (3) achromatic _ channel = DoG R + B + G 3, σ 1, R + B + G 3, σ 2 (4) retina _ output = w 1 ⋅ magenta _ vs _ green + w 2 ⋅ yellow _ vs _ blue + w 3 ⋅ achromatic _ channel (5).
We describe this procedure here only briefly because we have previously reported the MSNP method [8].
We describe this procedure in three steps: 1.
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The present paper describes this procedure in detail and discusses the obtained results.
Secondly, a means of identifying and removing the time delay introduced when the reflector impulse response is copied from the cepstrum is described; this procedure eliminates the need for highly accurate measurements of path length difference.
Diekmann et al. describes this procedure for estimating R0 about the disease-free equilibrium [7].
Algorithm 1 describes this procedure.
Chen and George (1985) [ 46] described this procedure more than 2 decades ago for the Cox model.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com