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Then there exists an approximate fixed points sequence in, that is, for any there exists such that (2.12).
Then there exists an approximate fixed points sequence ({f_{n}}) in C, i.e., for any (n geq1), there exists (F_{n} in T(f_{n})) such that lim_{nrightarrowinfty}rho(f_{n}-F_{n})=0.
Key Points Sequence clustering is an effective method to answer and address many fundamental questions and challenges in metagenomics.
As will be shown next, the kernel volume defined by this surface is equal to the number of points (sequence units), N, of the kernel-training dataset x.
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Connections between points (sequences) in the final diagram were set by a BLAST P-value cutoff of 1e-6.
For this purpose points accrue strictly in this order: blank, point, sequence, set.
Thus is an approximate fixed point sequence.
Let be an approximate fixed point sequence.
Then has an approximating fixed-point sequence in.
Let be an approximate fixed point sequence and let.
First, we find an approximate fixed point sequence.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com