For the sake of clarity, through this sub-section, we define (underline {mathbf {y}}triangleq (mathbf {y}^{1},...,mathbf {y}^{| T_{j}|})) and denote y t as the |T j | symbols received at time instant t, which are related to the elements V l and (V_{overline {l}}) (see (1) and (2)).
SR decodes the secondary signal x s (m) from the signal received at the time instant m, and the throughput can be expressed as {R}_{full}=W{log}_2left(1+frac{beta^{prime }{left|{h}_5right|}_qright|+{P}^2right|{h}{betaht|}^2right)}{left|{heft|{h}_5right|}^2left({P}_P{left|{h}_2right|}^2+{sigma}^2right)left(1+{P}_q{left|{h}_qright|}^2right)+{P}_P{left|{h}_3right|}_3right|a}_3right|).
PR decodes the primary signal x p (m) from the signal received at the time instant m, and the interference power from the secondary system to the primary system can be expressed as {tilde{P}}_I={beta}^{hbox{left|{h}_4right|}_qright|+{P}^2right|{h}^2right|}^2right).
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Next, ST will forward the signal ( {tilde{x}}_{c1} ) received at the previous time instant along with its own signal x s.
In the FD transmission mode, ST will amplify and forward the composite signal received at the previous time instant m − 1.
In this assessment, the deadline miss ratio is measured considering the difference between the time instant when a message i was received at the destination and the time instant when message i was sent from the source.
Each resource state notification is weighted according to the elapsed time between the moment the notification was received by the CRM (i.e., the i th notification is received at time t i ) and the instant when the channel state decision is made--tnow--as seen in Equation (3).
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The Euclidean distance is determined by subtracting addition terms, each containing one multiplication, from the received symbol at instant.
The received vector, at instant n, under each hypothesis is given by begin{array}{*{20}l} &mathcal{H}_{0} : boldsymbol{y}(n) = boldsymbol{eta}(n), end{array} (1).
