Examples of BooleanFn

net.sf.saxon.functions.BooleanFn
This class supports the XPath functions boolean(), not(), true(), and false()
org.pdf4j.saxon.functions.BooleanFn
This class supports the XPath functions boolean(), not(), true(), and false()

Examples of net.sf.saxon.functions.BooleanFn


    public Expression negate() {
        // Apply de Morgan's laws
        if (operator == Token.AND) {
            // not(A and B) ==> not(A) or not(B)
            BooleanFn not0 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand0});
            BooleanFn not1 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand1});
            return new BooleanExpression(not0, Token.OR, not1);
        } else {
            // not(A or B) => not(A) and not(B)
            BooleanFn not0 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand0});
            BooleanFn not1 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand1});
            return new BooleanExpression(not0, Token.AND, not1);
        }
    }

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Examples of net.sf.saxon.functions.BooleanFn


    public Expression negate() {
        // Apply de Morgan's laws
        if (operator == Token.AND) {
            // not(A and B) ==> not(A) or not(B)
            BooleanFn not0 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand0});
            BooleanFn not1 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand1});
            return new BooleanExpression(not0, Token.OR, not1);
        } else {
            // not(A or B) => not(A) and not(B)
            BooleanFn not0 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand0});
            BooleanFn not1 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand1});
            return new BooleanExpression(not0, Token.AND, not1);
        }
    }

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Examples of org.pdf4j.saxon.functions.BooleanFn


    public Expression negate() {
        // Apply de Morgan's laws
        if (operator == Token.AND) {
            // not(A and B) ==> not(A) or not(B)
            BooleanFn not0 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand0});
            BooleanFn not1 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand1});
            return new BooleanExpression(not0, Token.OR, not1);
        } else {
            // not(A or B) => not(A) and not(B)
            BooleanFn not0 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand0});
            BooleanFn not1 = (BooleanFn)SystemFunction.makeSystemFunction("not", new Expression[]{operand1});
            return new BooleanExpression(not0, Token.AND, not1);
        }
    }

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