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Converting minimum forms of boolean function?
The factorial transformation effect associated with the change in the price
of the scheme ΔS Q due to the removal of m letters from k terms of the MNF can be estimated by the expression
where p is the number of terms in which, after the removal of m letters, one letter remains (p ≤ k); Δ=1, if removal is performed from all MNF terms,
or Δ=2, if not from all.
tell me how S Q is calculated for each transformation?
tell me what is meant by term in this case? and what is under the removal of m letters?
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