Utility.Substitute
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/*
Logic-Function-Analysis
Utility.Substitute
[LogicFunction g]=Utility.Substitute(LogicFunction F1, LogicFunction F2);
F1 : a logic function as a target
F2 : a logic function as a factor.
Compute $g=F_1(F_2) \ge F_1*F_2$.
For example, suppose that $F1=x1*x2$, and $F2=x2$. If $F2=TRUE$, then $g=F1*F2=x1*x2$. However, if $F2=x2=ONE$, then $g=F1*F2=x1$. Therefore, we can see that under the condition $F2=TRUE$, where we can regard it as a pre-condition $F2=ONE$ (under the condition $F2$ always be TRUE), so we get that $g=x1 \ge F1*F2$.
*/
//-------------------------------------------------------------------
// examples
[f]=AndXor()
{
1;2;3;
}
[g]=Utility.Substitute(f,And(2));
Print(f,g);
//-------------------------------------------------------------------
// result
IsBlankFunction IsCovering IsPositiveFunction binary() List MaxValue ToBinary BCDEx3 BinaryNumberToString Get MostSignificantDigit PositiveDecimalToMantissa Radixes Realization To2LayerOrAnd To2LayerAndXor Forwardly StateVariables ToDigitalSystem Simplification HuffmanMealy Canonical Full StateDeviceName StateTransition GetDontCareLogicFunction ComputeFunctionOrder IndependentBase var() Zero