Xor
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/*
Logic-Function-Analysis
Xor
[LogicFunction g]=Xor(LogicFunction F1, ...);
F1 : a list of logic function
g : a logic function
Compute the XOR operator: g=Xor(F1,F2,...).
From the definition of the operator XOR, it only allows two inputs. At here, we allow the operator recursively act upon all the inputs.
*/
//-------------------------------------------------------------------
// examples
P=AndOr(){ 1; }
Q=AndOr(){ 2; }
f=Xor(P,Q);
Print(P,Q,f);
//-------------------------------------------------------------------
// result
IsBlankFunction IsPositiveFunction IsSelfDualFunction IsUnateFunction IsUnateFunctionTo AbsoluteExpression binaryioset() ToAndXor ToOrAnd ToDiagram ToShannonTree list() logicvardef long() LeastSignificantDigit object() Realization To2LayerNor ToFullAnd ShortestInputsForDistinguishTwoStates CreateCompactTableWithFullSimplification Implementation FastVerificationData DontCare SimpleCover string GetSubTable AdjustLogicVariableCount XORP Zero