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The implementation of the orthogonal sum operation on WBDs and WBDRs leads to the establishment of the new ER rule.
In this paper, we have developed a new full-adder cell using multiplexing control input techniques (MCIT) for the sum operation and the Shannon-based technique to implement the carry.
∨ is the join (or sum) operation.
The final weighted sum operation is accomplished with KM flops.
The part relation ≤p and the sum operation + are then related as usual: s ≤p s′ iff s + s′ = s′.
The proposed TDCAF contains two operations, i.e., the sum operation and the max operation.
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The facet product and sum operations define classical conjunctive and disjunctive composition operations.
Therefore, 2 ν t + b t sum operations are required.
The results of the bit comparisons are added with l t -1 sum operations.
From a computational perspective, this simplification decreases the complexity of processing because it uses sum operations instead of multiplications, while subtractions replace divisions [13, 20].
The total number of edges in this section is given by 2 ν t + b t ; therefore, l t 2 ν t + b t bit comparison operations and ( l t - 1 ) 2 ν t + b t sum operations are required.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com