2022
DOI: 10.23919/jcn.2022.000020
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Dual-hop relaying networks for short-packet URLLCs: Performance analysis and optimization

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Cited by 8 publications
(5 citation statements)
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“…For setting parameters, we also utilize the key simulation parameters provided in Table 2. Unless otherwise stated, as follows: G1=1${G_1}= 1$, G2=0.1${G_2}= 0.1$, trueγ¯=20dB$\bar{\gamma }= 20{\rm {dB}}$, scriptK=5120.16emCUs${\cal K}= 512\,{\rm {CUs}}$, ν=2$\nu = 2$ [42] , β1=β2=2560.16embits${\beta _1} = {\beta _2}= 256\,{\rm {bits}}$ [33], N=2$N=2$, α1=[0.5;0.6;0.8]${\alpha _1} = [ {0.5;0.6;0.8} ]$, α2=[0.5;0.4;0.2]${\alpha _2}= [0.5;0.4;0.2]$, d0=d1=d2=1${d_0}= {d_1}= {d_2} ={1}$, and L=4$L= 4$ throughout for this section unless otherwise stated.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
See 2 more Smart Citations
“…For setting parameters, we also utilize the key simulation parameters provided in Table 2. Unless otherwise stated, as follows: G1=1${G_1}= 1$, G2=0.1${G_2}= 0.1$, trueγ¯=20dB$\bar{\gamma }= 20{\rm {dB}}$, scriptK=5120.16emCUs${\cal K}= 512\,{\rm {CUs}}$, ν=2$\nu = 2$ [42] , β1=β2=2560.16embits${\beta _1} = {\beta _2}= 256\,{\rm {bits}}$ [33], N=2$N=2$, α1=[0.5;0.6;0.8]${\alpha _1} = [ {0.5;0.6;0.8} ]$, α2=[0.5;0.4;0.2]${\alpha _2}= [0.5;0.4;0.2]$, d0=d1=d2=1${d_0}= {d_1}= {d_2} ={1}$, and L=4$L= 4$ throughout for this section unless otherwise stated.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…As proven to have high precision in ref. [33], Riemann integral approximation method, i.e. abf(z)dz=(ba)f(a+b2)$\int \limits _a^b {f(z )\text{d}z} = ({b - a} )f({\frac{{a + b}}{2}} )$ is utilized for Equation ().…”
Section: Performance Analysismentioning
confidence: 99%
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“…Different from [12,13], where the performance of the systems evaluated under infinite block length packet and power optimization was ignored [12,13], we consider a relaying system with short packet communications. Unlike [21], where DF relay protocol was deployed while we adopt AF relay system. Despite exploiting AF relay, the system of [22] with single antenna at all terminals was disregarded cochannel interference, however, our system considers multiple antennas at the source and the interference at the relay.…”
mentioning
confidence: 99%
“…1) In contrast to [12,13,21,22], we investigate SPC for a relaying system consisting of one multiple antenna transmitter source, one AF relay under co-channel interference and one single antenna destination. 2) Due to multiple antenna at the source, we take into account two transmission schemes, namely transmit antenna selection (TAS) scheme and beamforming scheme using maximum ratio transmission (BS-MRT).…”
mentioning
confidence: 99%