edu.jas.structure
Interface RingElem<C extends RingElem<C>>
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- Type Parameters:
C- ring element type
- All Superinterfaces:
- AbelianGroupElem<C>, java.lang.Comparable<C>, Element<C>, MonoidElem<C>, java.io.Serializable
- All Known Subinterfaces:
- AlgebraElem<A,C>, FieldElem<C>, GcdRingElem<C>, IAST, IBigNumber, IComplex, IComplexNum, IExpr, IFraction, IInteger, INum, INumber, IPattern, IPatternSequence, IRational, ISignedNumber, IStringX, ISymbol, Polynomial<C>, RegularRingElem<C>, StarRingElem<C>
- All Known Implementing Classes:
- AlgebraicNumber, AST, BigComplex, BigDecimal, BigInteger, BigOctonion, BigQuaternion, BigRational, Complex, ComplexAlgebraicNumber, ComplexNum, ComplexSym, ExprImpl, FractionSym, GenMatrix, GenPolynomial, GenSolvablePolynomial, GenWordPolynomial, IntegerSym, Local, Local, LocalSolvablePolynomial, MethodSymbol, ModInteger, ModLong, MultiVarPowerSeries, Num, Pattern, PatternSequence, Product, QLRSolvablePolynomial, Quotient, Quotient, QuotSolvablePolynomial, RealAlgebraicNumber, RealAlgebraicNumber, RecSolvablePolynomial, Residue, Residue, ResidueSolvablePolynomial, SolvableLocal, SolvableLocalResidue, SolvableQuotient, SolvableResidue, StringX, Symbol, UnivPowerSeries
public interface RingElem<C extends RingElem<C>> extends AbelianGroupElem<C>, MonoidElem<C>
Ring element interface. Combines additive and multiplicative methods. Adds also gcd because of polynomials.
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Method Summary
All Methods Instance Methods Abstract Methods Modifier and Type Method and Description C[]egcd(C b)Extended greatest common divisor.Cgcd(C b)Greatest common divisor.-
Methods inherited from interface edu.jas.structure.AbelianGroupElem
abs, isZERO, negate, signum, subtract, sum
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