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The virtual rate control (VRC) algorithm has been proposed for active queue management (AQM) in TCP networks.
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It is important to always distinguish between actual rates and virtual rates.
Given average gains in (10), each sector controller calculates corresponding virtual rates according to R ijb m = : ρ ( F ijb m ), with F ijb m = G ijb m P jb m σ 2 + ∑ b ′ ≠ b G ij b ′ m P j b ′ m + ∑ m ̂ ≠ m ∑ b ′′ P j b ′′ m ̂ G ij b ′′ m ̂. (11).
The virtual base rate (after correction for DES use) was €2534, the real base rate €2855.
By cooperating in such a way, the so-called "virtual data rate" of the downloading phase is the sum of the data rates of the two mobile devices in the cluster.
Let X i m be the virtual average rate of user i in sector m (not to be confused with actual average rates X ̄ in (6)), defined as X i m = ∑ j = 1 J ∑ b = 1 N ϕ ~ ijb m R ijb m. (12).
As a quality indicator for the top down source of change analysis a virtual base rate was calculated (mean standardized reimbursement divided by mean modelled relative weight 2005) and compared to the real base rate 2005.
When compared with compounds from the KDS and DNP sets, the enumerated compounds exhibited a virtual "hit" rate as high as 0.21% (i.e., Tanimoto index = 1.0).
However, the method of Kalbfleisch and Prentice is also unable to estimate the virtual survival rate in PD.
One way to quantify the robustness of a power grasp is by considering the minimum virtual work rate required to move the object along a virtual displacement (Zhang et al. 1994).
The Kaplan-Meier method is frequently considered to estimate the virtual survival rate in PD, i.e. that which would be observed in the absence of any competing risk.
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