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There are two sources which are S(1) and S(2) with data fractions of 0.1 and 0.2, respectively.
However, matches obtained with data fractions of 0.60 and 0.40 are better than those obtained with 0.25.
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The data fraction is 0.1.
The data fraction was assumed to be 0.1.
Figure 7 Balanced accuracy for SVM models as a function of data fraction.
This again changes the data fraction of some nodes and hence the routing tables should be updates.
In Figure 7 the Balanced Accuracy is given as a function of data fraction after the exclusion of outliers.
: per unit price the BS charges for data transmission; : the source reimbursement price per unit data; : fraction of data requested by the source for cooperative transmission; : fraction of data forwarded by the relay; : bandwidth for transmission.
Note that, in each iteration, the weight of each edge is updated based on the data fraction as well as the change in the set of active nodes.
Obviously, the cost should depend on the data fraction (f i ) of the source and W v based on Equation (7).
The packet size (proportional to the traffic load) has been entered in the calculation using a data fraction factor denoted by f i.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com