Table 2 Suboptimal joint energy and bit allocation
From: Adaptive coding and modulation using imperfect CSI in cognitive BIC-OFDM systems
Optimization of E, m and r |
|---|
Set AEGPopt=0 |
Set r and m according to section 4.1 |
Set E according to (24) |
For k∈{1,…,N} |
For \(m_{k}\in \mathcal {D}_{\mathrm {m}}\) |
Set \(\delta _{k}^{m_{k}}\) according to (28) |
End For |
Set \(\delta _{k}^{m_{\text {max}}+2}=\infty \) |
End For |
Set m k =0 (∀k∈{1,…,N}) |
For M∈{2,4,…,m max N} |
Set \(k=\arg \min \{\delta _{1}^{m_{1}+2},\ldots,\delta _{N}^{m_{N}+2}\}\) |
Set m k =m k +2 |
Update \(\mathcal {N}\) |
For \(r\in {\mathcal {D}}_{r}\) |
Set AEGP according to (17) |
If AEGP≥AEGPopt Then |
Set AEGPopt=AEGP |
Set r opt=r |
Set m opt=m |
End If |
End For |
End For |
Set E according to (24) |