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Defining a payoff for each link as a function of its persistence probability and power, the objective of the proposed non-cooperative static power-aware MAC game (PAMG) is to find the appropriate strategy for the link in its 2D strategy space.
Figure 5 Average probability of non-availability in the return link as a function of terminal EIRP.
The feed combining gain is defined as Figure 6 Feed combining gain γ for the return link as a function of terminal EIRP.
Figure 14 Feed combining gain γ for the forward link as a function of the total transmit power P T, for different degrees of CSI.
Figure 7 Average loss in OBO at the satellite transponder due to the use of the proposed multicarrier data DPD. Figure 8 shows the TD of the three-carrier satellite link as a function of OBO in the HPA; for 16 APSK using a (frac {3}{4}) code rate, the outer and inner carriers are presented in Figure 8a and Figure 8b, respectively.
In our case p* is modelled with a logit link as a function of all climatic predictors X i * observed at location s i, i.e. log i t (p i * ) = X * T α, where α is the corresponding vector of regression coefficients.
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To meet this goal, we define a mechanism for managing the operating status of network links as a function of network load.
Panel B shows the number of links as a function of the sampling time.
(Right) The fraction of surviving links as a function of time follows a power-law like decrease [74].
Figure 5(b) displays the average final 6-month overlap of the added links as a function of aggregation time.
Figures 9 and 10 show histogram of the number of TORS to CS links as a function of the link transmission rates for optimal, deterministic and random placement of jobs for constant and variable VM traffic rates respectively.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com