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Our results suggest that the Watson Crick base pairing G ≡ C and A = U and the non-specific base pairing of the hypothetical ancestral base D used to define the sum and product operations are enough features to determine the coding constraints of the primeval and the modern genetic code, as well as, the transition from the former to the latter.
In order to find mopt, let us recall that, due to coding constraints, all the N-tuples c ( m ) ∈ M are permutations of the same values, let us say c m i,i = 0,…,N − 1.
Oligonucleotide usage is not neutral because of structural, functional, biological and coding constraints [2], [4], [5], [9].
Many bases in these cis-elements are conserved in both C- and T-elements, mostly due to coding constraints, but several third-codon positions are also conserved.
Coding constraints can potentially limit the number of different protein binding motifs of a given type in the cell, in order to avoid non-specific cross recognition.
The data presented in Additional file 1 show that the number of stops within primate mt gau varies from 8 to 17. Hence, the coding constraints on cox1 do not prevent changes in the number of stops in gau.
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In contrast, the layer-wise decoders consider the coding constraint only.
The optimal detection of c involves both the linear channel constraint and the nonlinear FEC coding constraint.
At the MLD, only the multiplexing and the channel constraint are taken into account ignoring the coding constraint.
The data have to be buffered at the transmitter and the receiver for at least the duration of the used coding constraint length.
The iterative detection consists of an elementary signal estimator (ESE) for the channel constraint and a decoder (DEC) for the FEC coding constraint [36], as illustrated in Figure 8.
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CEO of Professional Science Editing for Scientists @ prosciediting.com