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A comprehensive analytical model for managing the virtual radio resources has been proposed, with two key parts: estimation of available radio resources and their allocation to different VNOs.
The joint channel-FTD estimation includes two parts: estimation of the complex channel coefficient for each pilot, and estimation of the phase slope jointly for all pilots participating in the estimation window.
The proposed protocol consists of two main parts: estimation of mobile sink future location (namely, when a mobile sink finds some new sensor nodes entering its communication range, it broadcasts its updated location to them) and the establishment of milestone nodes and update of mobile sink's location.
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The analysis of the HT screening data consists of three parts: 1) Estimation of the hyper-parameters (parameters of priors), which effectuates shrinkage; 2) Estimation of the model parameters; 3) Inference.
The proposed model for virtual radio resource management in [8 10] has two key parts: (i) estimation of available radio resources and (ii) allocation of the available resources estimated in the first step to the services of VNOs.
It includes three parts: (1) estimation of VTL, (2) vocal fold fitting, and (3) vocal tract fitting.
As illustrated in Figure2, the mechanism of AARA is composed of two parts: the estimation of movement phases and the scheme for rate adaptation.
It consists of two parts: the estimation of time-lagged correlation function between the components of the systems for the determination of direct edges between the components and the inference of the kinetic parameters to establish real dynamics and to cut "null dynamics" edges instead.
The one-part GLM estimation confirms the results of the two-part model.
Since pose is part of estimation, the algorithm practically works as a multiview algorithm.
Iterative part: (a) Estimation of residual CFOs according to (12) and (13) for D different users →ε i (b) Updating of π i (u,k) using (4) with ε i (c) Compensation of ICI and MAI according to (14) and (15) using π i (u,k) (d) Return to (a) using the OFDM symbols corrected in (c) until convergence is reached .
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com