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 IsOneFunction IsParityFunction IsPositiveFunction IsSelfAntiDualFunction IsSelfDualFunction IsSymmetricFunction IsUnateFunctionTo MinValue GrayCode FeedbackDiagram list() Count logicvardef() NumberSystem Radixes Save Assign InputVariables Forwardly GetExcitationTable ToDigitalSystem To2layerOrAnd Fast string() string CreateDummyLogicFunction ShannonExpansion Xor Zero