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That so-called SRFFTpruning algorithm was developed for an implicit restriction that only a few consecutive output components (a number L equal to a power of two) are required.
Of the two architectures presented, the pipeline architecture computes keystream at uniform rate and the parallel architecture bounds the worst-case variance in the time period between computations of consecutive output key words, which form the keystream.
Here, we use the following feasible constraints: the values of N vary as follows: N = {26, 27,…, 220} and k s = L o, where L o represents the number of consecutive output coefficients to be calculated.
Similarly the AE-N of common bean showed direct and positive relationship with nodule dry eight common beans, indicating the importance of nodulation and the consecutive output of this biological process on to improve efficient utilization of applied mineral N fertilizer.
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Considering L consecutive outputs where L is the smoothing factor and N samples are involved in making a detection decision.
Let us define L i as the number of consecutive input elements different from zero and L o as the number of consecutive outputs that should be computed.
The informal argument for this claim is that the differences between consecutive outputs will reveal less about static inputs because they are always incorporated.
Also, it manifests the robustness in sparse and non-sparse sensing scenarios (i.e., operability for an arbitrary number of consecutive input elements (L i ), the number of consecutive outputs that should be computed (L o ), and the length of the full transform (N)) in contrast to the recently developed most prominent SFFT family-related methods [20, 21] operable in sparse scenarios only.
Figure 5 shows the results obtained when the number of iterations of the decoding algorithm is determined using the decision criterion mentioned at the end of Section 4: the LDPC decoder stops when the distance between two consecutive outputs is zero or when the number of iterations is greater than 30.
The remaining 0.03% fault missing rate should come from seven or more consecutive congruent outputs.
In Figure 7, the probability for 3, 4, 5 and 6 consecutive congruent outputs are 3.6, 1.1, 0.4 and 0.12%, respectively, and the sum of these probabilities are 5.22%, which is very closed to 5.25%.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com