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Based on existing approaches, we start our study from the standard random deployment of a sensor network and then we consider a coarse-grain localization algorithm that associates sensors with coordinates related to a central node, called the sink.
In order to briefly review more recently developed approaches, we start by mentioning some quantities for structurally characterizing networks [33], [34] which emerged from complex network theory [33], [35] [37]: Size of the giant connected component [33], [38].
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However, comparing to these approaches, we started from known functional genes and their E-MAP profiles to build up the network step by step.
To properly test the proposed approach, we start solving a series of severe one-dimensional tests.
HUTONGism sets up a test ground for the urban research methodology of "learning from the existing". Taking an inductive approach, we start from the object scale and expand to the neighborhood scale.
In this approach, we start by employing PCA as described in eigenvehicle approach with a slight modification.
In order to rely only on the AOP Wrapper to support the core of the approach, we start by identifying the functions of the driver's API that access the database.
In the grow approach we start with an empty list and at each step add the gene that gives the new list with the best discrimination power.
In this approach, we start with a randomly chosen spanning tree G1 of the vertex set V. At the i th iteration, we first sample the connectivity probability P G i of G i, using the Monte Carlo simulation.
For the variable-height tree (VHT) approach, we start with a rooted 64-taxa symmetric tree where all branch lengths are equal to 0.25, for a tree height of 1.5 and a total branch length of 31.5.
So in order to best elucidate the approach we start in Section 2012 by considering the extension to the three-stage case and the general J-stage formula is left as an appendix.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com