Exact(7)
Figure 1 shows a sample from a part-of hierarchy and the corresponding scheme, adopted for a collection of historic documents.
B-IFDMA provides a mean PAPR that is 1.2 1.5 dB lower than the mean PAPR of the corresponding scheme without DFT precoding.
The proposed scheme with limiter features approximately 50% higher number of inter-processor message communications compared to the corresponding scheme without limiter, but with only 10% higher total CPU time.
The concept has been presented in [9,10], along with preliminary performance results, under the name frequency spreading (FS -FBMC, but a rigorous analysis oFS -FBMCrresponding scheme is still missing.
Additionally, the case of a 25-point isotropic Laplacian is examined and it is shown that the corresponding scheme is fourth order accurate in space and exhibits isotropy up to sixth order.
With this new local smoothness indicator, higher order global smoothness indicators were able to be devised and the corresponding scheme (named WENO-Zη) displayed less numerical dissipations than the classic fifth-order WENO schemes, including WENO-JS [12] and WENO-Z [5,6].
Similar(53)
We will refer to the corresponding schemes as to EL5 and EL7, respectively.
Finally, Figures 8 and 9 present the BER performance of the nearest neighbor rule applied to the signal estimates produced by the corresponding schemes in Figure 6.
Figure 8 BER performance using the signal estimates produced by the corresponding schemes in Figure 6 with R R = S R and γ = -10 dB.
Figure 10 Mean PAPR of B-IFDMA transmit signals with as a function of number of blocks compared to the corresponding schemes without DFT precoding and schemes with random allocation of the subcarrier blocks.
n T = 4, n R = 4, B = 6, γ = -10 dB, μ = 0.01, a = 99. Figure 9 BER performance using the signal estimates produced by the corresponding schemes in Figure 6 with R R =S R and γ = 5 dB.
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