The reasoning in this work consists in determining the minimum number of locations where AWC has to be measured in a 9 ha field, using different two-phase sampling strategies, to obtain a mean AWC with an adequate precision.
In particular, the non-guillotine version of the single-objective two-dimensional bin packing problem with rotations is a highly complex scheduling problem that consists in packing a set of items into the minimum number of bins, where items can be rotated 90° and are characterized by having different heights and widths.
The mapping yields a haplotype problem instance having (1) for the minimum number of recombinations, where T i is the number of heterozygous sites in genotype i.
The minimum word length used was two (-m 2) and the minimum number of sequences where the word should occur (-e) was set to 10% of the number of sequences in the data set being considered.
The results indicate that an increase in the number of satellites is vital especially in urban areas where minimum number of satellites for a solution may not be obtained.
For a forest which is not an MD-forest, a natural generalization of the MINLRR problem is the following: MINIMUM LEAF REMOVAL INFERENCE (MINLRI): Input: A genome set G and a forest of gene trees F = { T 1, …, T f } on G; Output: An MD-forest F MAX = { T 1 MAX, …, T f MAX } of maximum size (i.e. obtained from F by a minimum number of leaf removals), where each T i MAX is included in T i.
Fortunately, Omgili Stream allows you to filter results by minimum number of replies, language, and where the search term appears (in the title, topic, or replies).
A method for designing real and complex half-band wave digital filters (WDFs) with a minimum number of multipliers is afforded where the multiplier coefficients for the adaptors are calculated directly from the digital domain transfer functions.
In order to maintain the virtual network operated, each VO is likely to reserve a minimum number of PRBs b v, where ({sum nolimits }_{v = 1}^{V} {{b_{v}}} le {sum nolimits }_{n = 1}^{N} {K_{n}^{max }} ).
Permutation diagrams have been used in circuit design to model a set of single point nets crossing a channel, where the minimum number of layers needed to realize the diagram equals the clique number ω(G) of its permutation graph, the value of which can be calculated in O(nlogn) time.
