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(b) Model of the relay network.
First, we introduce the system model of the relay interference channel.
Specifically, (58) shows that the equivalent model of the relay with I/ Qimbalance compensation is linear with colored noise.
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Then the signal model for the relay path of the proposed multiuser nonregenerative MIMO-relay system in uplink is given by.
During the second slot, assuming is the received signal at MS and, the signal model for the relay path of the proposed downlink system is.
We then developed a biochemically realistic mathematical model of the phospho-relay, which suggested that robustness is due to buffering by a large excess pool of Ypd1.
The adopted system model of the underlay cognitive relay system is shown in Fig. 1.
Therefore, we present numerical examples that demonstrate how optimality is achieved both for some of these special cases and the general model of the multi-way relay channel.
Importantly, dynamic causal models will not result in 'misleading' answers when regions are omitted in the model since the relay of neural information by brain regions not explicitly modelled in the connectivity matrix is captured implicitly in the coupling parameters between two regions (Friston et al., 2003; Friston, 2009).
Figure 2 The model of online relay selection.
Section 2 introduces the model of partial relay.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com