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December 18, 2018 12:32
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Generates Kogge-Stone Full Adder for SAT CNF Format
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fulladder = """aS{0}:=ODD(A{0},B{0},C{1}); | |
C{0}:=OR(AND(A{0},B{0}),AND(C{1},ODD(A{0},B{0})));""" | |
def koggestone(i, l, maxi): | |
g = "G{2}{1}:=OR(G{3}{1},AND(P{3}{1},{4}));" | |
p = "\nP{2}{1}:=AND(P{3}{1},P{3}{0});" | |
i -= 1 | |
s = 2 ** l | |
if i + s >= maxi: | |
return "" | |
vals = (i, i + s, chr(l + 98), chr(l + 97), takeup(i, l)) | |
return g.format(*vals) + (p.format(*vals) if i > s - 2 else "") | |
def takeup(i, l): | |
if i == -1: | |
return "Ci" | |
while i <= 2 ** (l - 1) - 2: | |
l -= 1 | |
return "G%s%d" % (chr(l + 97), i) | |
if __name__ == "__main__": | |
h = 5 | |
f = range(2 ** h) | |
for i in f: | |
print(fulladder.format(i, (i - 1) if i else "i")) | |
for i in f: | |
print("Ga{0}:=AND(A{0},B{0}); Pa{0}:=ODD(A{0},B{0});".format(i)) | |
for j in range(h): | |
for i in f: | |
print(koggestone(i, j, 2 ** h)) | |
for i in f: | |
print("bS{0}:=ODD(Pa{0},{1});".format(i, takeup(i - 1, 5))) |
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