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January 18th, 2013, 04:33 AM   #1
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Discrete mathematics question

Can someone help me to solve this?

Identify all basis of the set of Boolean functions G={g1,g2,g3}, where
g1(x,y,z)=(01111110)
g2(x,y,z)=(x+y+z) here "+" are division multiply to module of 2, which is marked with + in circle
g3(x,y,z)=(01011011)
Here is making table with T1, T0, S, L, M, but I donít know how to identify which is + and which is -.
Please help me!
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