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Therefore, for the outage probability of the tagged macro user in (35), B is only equal to B2 (see (36)).
Indeed, for the outage probability of the tagged macro user in (35), B is equal to B1 + B2.
We derive closed-form expressions for the outage probability of any typical femto and macro user in the network.
Figure 8 illustrates the effect of K (in D = Kr p ) on the observed outage probability at the tagged macro user in the presence of both the macro and femto networks.
Effect of p RB and p tx (the defined parameters for the CR femto-BSs) on outage probability of the tagged macro user in the presence of both the macro and femto-BSs.
In this paper, utilizing the spatial PPP theory, we presented a tractable model to derive the outage probability of a typical femto and macro user in a two-tier heterogeneous network which provides insight into system design guidelines.
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The serving macro may be transmitting to other relays for feeder link or directly to macro users in the cell.
However, the transmit power reduction is randomly applied to macro users, which probably leads to that the performance of macro users in poor situation gets worse.
This is because more macro users in poor situation is offloaded to pico tier with the increase in association bias and thus, the interference from macro tier decreases due to the macro cell load decreases.
The second case of interference from serving macro to relay users arises when some macro users in the cell are opportunistically scheduled on relaying frames through inter-frame scheduling.
Similar arguments and statements can also be made about the outage probability of the tagged macro user observed in Figure 12.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com