Package com.microsoft.z3
Class RatNum
- All Implemented Interfaces:
Comparable<AST>
Rational Numerals
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Method Summary
Modifier and TypeMethodDescriptionConverts the denominator of the rational to a BigIntegerConverts the numerator of the rational to a BigIntegerThe denominator of a rational numeral.The numerator of a rational numeral.toDecimalString(int precision) Returns a string representation in decimal notation.toString()Returns a string representation of the numeral.Methods inherited from class com.microsoft.z3.Expr
distillSort, getArgs, getBoolValue, getFuncDecl, getIndex, getNumArgs, getSort, getString, isAdd, isAlgebraicNumber, isAnd, isArithmeticNumeral, isArray, isArrayMap, isAsArray, isBool, isBV, isBVAdd, isBVAND, isBVBitOne, isBVBitZero, isBVCarry, isBVComp, isBVConcat, isBVExtract, isBVMul, isBVNAND, isBVNOR, isBVNOT, isBVNumeral, isBVOR, isBVReduceAND, isBVReduceOR, isBVRepeat, isBVRotateLeft, isBVRotateLeftExtended, isBVRotateRight, isBVRotateRightExtended, isBVSDiv, isBVSGE, isBVSGT, isBVShiftLeft, isBVShiftRightArithmetic, isBVShiftRightLogical, isBVSignExtension, isBVSLE, isBVSLT, isBVSMod, isBVSRem, isBVSub, isBVToInt, isBVUDiv, isBVUGE, isBVUGT, isBVULE, isBVULT, isBVUMinus, isBVURem, isBVXNOR, isBVXOR, isBVXOR3, isBVZeroExtension, isConcat, isConst, isConstantArray, isDefaultArray, isDistinct, isDiv, isEmptyRelation, isEq, isFalse, isFiniteDomain, isFiniteDomainLT, isGE, isGT, isIDiv, isIff, isImplies, isInt, isIntNum, isIntToBV, isIntToReal, isIsEmptyRelation, isITE, isLabel, isLabelLit, isLE, isLT, isModulus, isMul, isNot, isNumeral, isOEQ, isOr, isProofAndElimination, isProofApplyDef, isProofAsserted, isProofCommutativity, isProofDefAxiom, isProofDefIntro, isProofDER, isProofDistributivity, isProofElimUnusedVars, isProofGoal, isProofHypothesis, isProofIFFFalse, isProofIFFOEQ, isProofIFFTrue, isProofLemma, isProofModusPonens, isProofModusPonensOEQ, isProofMonotonicity, isProofNNFNeg, isProofNNFPos, isProofOrElimination, isProofPullQuant, isProofPushQuant, isProofQuantInst, isProofQuantIntro, isProofReflexivity, isProofRewrite, isProofRewriteStar, isProofSkolemize, isProofSymmetry, isProofTheoryLemma, isProofTransitivity, isProofTransitivityStar, isProofTrue, isProofUnitResolution, isRatNum, isReal, isRealIsInt, isRealToInt, isRelation, isRelationalJoin, isRelationClone, isRelationComplement, isRelationFilter, isRelationNegationFilter, isRelationProject, isRelationRename, isRelationSelect, isRelationStore, isRelationUnion, isRelationWiden, isRemainder, isSelect, isSetComplement, isSetDifference, isSetIntersect, isSetSubset, isSetUnion, isStore, isString, isSub, isTrue, isUMinus, isWellSorted, isXor, simplify, simplify, substitute, substitute, substituteVars, translate, updateMethods inherited from class com.microsoft.z3.AST
compareTo, equals, getASTKind, getId, getSExpr, hashCode, isApp, isExpr, isFuncDecl, isQuantifier, isSort, isVarMethods inherited from class com.microsoft.z3.Z3Object
arrayLength, arrayToNative
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Method Details
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getNumerator
The numerator of a rational numeral. -
getDenominator
The denominator of a rational numeral. -
getBigIntNumerator
Converts the numerator of the rational to a BigInteger -
getBigIntDenominator
Converts the denominator of the rational to a BigInteger -
toDecimalString
Returns a string representation in decimal notation. Remarks: The result has at mostprecisiondecimal places. -
toString
Returns a string representation of the numeral.
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