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Perhaps atoms are always an even number of minimal spaces apart from one another.
From Lemma 3 the number of minimal period-two solutions is at most three.
The following lemma gives us information as regards the number of minimal period-two solutions.
This tells us that the number of minimal 2-cores is smaller than the number of minimal 3-cores and 5-cores, which is not true in general if the k-cores are not minimal.
In the set of graphs generated with (p = 0.7), we observe that the average number of minimal 5-cores exceeds the average number of minimal 3-cores and 2-cores.
Note that in contrast to graphs on 10 vertices, on these cases the number of minimal 3-cores is larger than the number of minimal 2-cores and decreases again for the number of 5-cores.
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We also examined the changes in the number of putative SNPs and indels when different numbers of minimal minor allele reads were applied.
This pattern repeated until one of the stop conditions (maximal number of iterations, minimal gradient value or minimal cost function value) was reached.
An optimal solution is desired to have complete tumor coverage with minimal invasiveness, including minimal number of ablations and minimal number of perforation trajectories.
Let (sharp PS) denote the number of isolated minimal period-two solution.
The design of iGEC has three objectives to be simultaneously optimized: maximal classification accuracy, minimal number of rules, and minimal number of used genes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com