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Determining induced matching k-partition number even when k = 2 is an NP-complete problem.
A dominating induced matching, also called an efficient edge domination, of a graph G="(V,E) with n="|V| vertices and m="|E| edges is a subset F⊆E of edges in the graph such that no two edges in F share a common endpoint and each edge in E∖F is incident with exactly one edge in F. It is NP-hard to decide whether a graph admits a dominating induced matching or not.
The authors consider the induced matching problem from the perspective of carrying out maximum number of simultaneous transmissions.
In this paper we deal with the induced matching partition for Petersen graphs and circulant graphs and determine their induced matching partition numbers.
They study the approximability of the induced matching problem for general as well as specific kinds of graphs, and develop a distributed constant factor Polynomial-Time Approximation Scheme (PTAS) for the induced matching problem under geometric unit-disk graphs.
The MKVMP for is often known as the induced matching problem, which has been shown to be NP-Hard [21].
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They also have matching nosebleed-inducing prices: $600.
Using detailed administrative contribution, earnings, and pension-plan data from the Health and Retirement Study, this analysis formulates a life-cycle-consistent econometric specification of 401(k) saving and estimates the determinants of saving accounting for non-linearities in the household budget set induced by matching.
Besides, in the laccase induced culture, matching peptides from a lignin peroxidase and a dye-decolorizing peroxidase could also be found.
Cox proportional hazard modelling was used to produce both unadjusted and adjusted HRs, estimating the excess risk of the various forms of vascular disease, associated with gout, 30 using robust SEs to adjust for any clustering induced by matching.
This because the standard error of the difference is based on a bootstrap estimate that should account for the complex form of dependence possibly induced by matching, that cannot be easily specified.
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