Uses of Class
edu.jas.root.Interval
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Packages that use Interval Package Description edu.jas.root Real and Complex Root Computation package. -
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Uses of Interval in edu.jas.root
Fields in edu.jas.root declared as Interval Modifier and Type Field Description (package private) Interval<C>
RealAlgebraicRing. root
Isolating interval for a real root.Methods in edu.jas.root that return Interval Modifier and Type Method Description Interval<C>
Interval. copy()
Copy this.Interval<C>
RealRootsSturm. excludeZero(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Exclude zero v2.Interval<C>
RealRootsSturm. excludeZeroOld(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Exclude zero, old version.Interval<C>
RealAlgebraicRing. getRoot()
Get the interval for the real root.Interval<C>
RealRootsAbstract. halfInterval(Interval<C> iv, GenPolynomial<C> f)
Half interval.Interval<C>
RealRootsAbstract. invariantMagnitudeInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g, BigRational eps)
Invariant interval for algebraic number magnitude.abstract Interval<C>
RealRootsAbstract. invariantSignInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Invariant interval for algebraic number sign.Interval<C>
RealRootsSturm. invariantSignInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Invariant interval for algebraic number sign.Interval<C>
RealRootsSturm. invariantSignInterval(Interval<C> iv, GenPolynomial<C> f, java.util.List<GenPolynomial<C>> Sg)
Invariant interval for algebraic number sign.Interval<C>
Interval. multiply(Interval<C> o)
Multiply intervals.static <C extends RingElem<C> & Rational>
Interval<C>RootUtil. parseInterval(RingFactory<C> fac, java.lang.String s)
Parse interval for a real root from String.Interval<C>
RealRootsAbstract. realIntervalMagnitudeInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Real algebraic number magnitude.Interval<C>
RealRoots. refineInterval(Interval<C> iv, GenPolynomial<C> f, BigRational eps)
Refine interval.Interval<C>
RealRootsAbstract. refineInterval(Interval<C> iv, GenPolynomial<C> f, BigRational eps)
Refine interval.Interval<C>
Interval. subtract(Interval<C> o)
Subtract intervals.Interval<C>
Interval. sum(Interval<C> o)
Sum of intervals.Methods in edu.jas.root that return types with arguments of type Interval Modifier and Type Method Description java.util.List<Interval<C>>
RealRoots. realRoots(GenPolynomial<C> f)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRoots. realRoots(GenPolynomial<C> f, C eps)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRoots. realRoots(GenPolynomial<C> f, BigRational eps)
Isolating intervals for the real roots.abstract java.util.List<Interval<C>>
RealRootsAbstract. realRoots(GenPolynomial<C> f)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRootsAbstract. realRoots(GenPolynomial<C> f, C eps)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRootsAbstract. realRoots(GenPolynomial<C> f, BigRational eps)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRootsSturm. realRoots(GenPolynomial<C> f)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRootsSturm. realRoots(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Isolating intervals for the real roots.java.util.List<Interval<C>>
RealRoots. refineIntervals(java.util.List<Interval<C>> V, GenPolynomial<C> f, BigRational eps)
Refine intervals.java.util.List<Interval<C>>
RealRootsAbstract. refineIntervals(java.util.List<Interval<C>> V, GenPolynomial<C> f, BigRational eps)
Refine intervals.Methods in edu.jas.root with parameters of type Interval Modifier and Type Method Description BigDecimal
RealRootsAbstract. approximateRoot(Interval<C> iv, GenPolynomial<C> f, BigRational eps)
Approximate real root.C
RealRootsAbstract. bisectionPoint(Interval<C> iv, GenPolynomial<C> f)
Bi-section point.boolean
Interval. contains(Interval<C> vc)
Test if an interval is contained in this interval.Interval<C>
RealRootsSturm. excludeZero(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Exclude zero v2.Interval<C>
RealRootsSturm. excludeZeroOld(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Exclude zero, old version.Interval<C>
RealRootsAbstract. halfInterval(Interval<C> iv, GenPolynomial<C> f)
Half interval.Interval<C>
RealRootsAbstract. invariantMagnitudeInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g, BigRational eps)
Invariant interval for algebraic number magnitude.abstract Interval<C>
RealRootsAbstract. invariantSignInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Invariant interval for algebraic number sign.Interval<C>
RealRootsSturm. invariantSignInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Invariant interval for algebraic number sign.Interval<C>
RealRootsSturm. invariantSignInterval(Interval<C> iv, GenPolynomial<C> f, java.util.List<GenPolynomial<C>> Sg)
Invariant interval for algebraic number sign.C
RealRootsAbstract. magnitudeBound(Interval<C> iv, GenPolynomial<C> f)
Magnitude bound.Interval<C>
Interval. multiply(Interval<C> o)
Multiply intervals.C
RealRootsAbstract. realIntervalMagnitude(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Real algebraic number magnitude.Interval<C>
RealRootsAbstract. realIntervalMagnitudeInterval(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Real algebraic number magnitude.int
RealRootsAbstract. realIntervalSign(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Real algebraic number sign.C
RealRoots. realMagnitude(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g, BigRational eps)
Real algebraic number magnitude.C
RealRootsAbstract. realMagnitude(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g, BigRational eps)
Real algebraic number magnitude.long
RealRoots. realRootCount(Interval<C> iv, GenPolynomial<C> f)
Number of real roots in interval.abstract long
RealRootsAbstract. realRootCount(Interval<C> iv, GenPolynomial<C> f)
Number of real roots in interval.long
RealRootsSturm. realRootCount(Interval<C> iv, GenPolynomial<C> f)
Number of real roots in interval.long
RealRootsSturm. realRootCount(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Number of real roots in interval.java.lang.Long
RealRootsAbstract. realRootNumber(GenPolynomial<C> f, Interval<C> v)
Root number.java.util.List<Interval<C>>
RealRootsSturm. realRoots(Interval<C> iv, java.util.List<GenPolynomial<C>> S)
Isolating intervals for the real roots.int
RealRoots. realSign(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Real algebraic number sign.int
RealRootsAbstract. realSign(Interval<C> iv, GenPolynomial<C> f, GenPolynomial<C> g)
Real algebraic number sign.Interval<C>
RealRoots. refineInterval(Interval<C> iv, GenPolynomial<C> f, BigRational eps)
Refine interval.Interval<C>
RealRootsAbstract. refineInterval(Interval<C> iv, GenPolynomial<C> f, BigRational eps)
Refine interval.void
RealAlgebraicRing. setRoot(Interval<C> v)
Set a refined interval for the real root.boolean
RealRoots. signChange(Interval<C> iv, GenPolynomial<C> f)
Sign changes on interval bounds.boolean
RealRootsAbstract. signChange(Interval<C> iv, GenPolynomial<C> f)
Sign changes on interval bounds.java.util.List<java.lang.Integer>
RealRootsAbstract. signSequence(GenPolynomial<C> f, Interval<C> v)
Thom sign sequence.Interval<C>
Interval. subtract(Interval<C> o)
Subtract intervals.Interval<C>
Interval. sum(Interval<C> o)
Sum of intervals.Method parameters in edu.jas.root with type arguments of type Interval Modifier and Type Method Description java.util.List<Interval<C>>
RealRoots. refineIntervals(java.util.List<Interval<C>> V, GenPolynomial<C> f, BigRational eps)
Refine intervals.java.util.List<Interval<C>>
RealRootsAbstract. refineIntervals(java.util.List<Interval<C>> V, GenPolynomial<C> f, BigRational eps)
Refine intervals.Constructors in edu.jas.root with parameters of type Interval Constructor Description RealAlgebraicRing(GenPolynomial<C> m, Interval<C> root)
The constructor creates a RealAlgebraicNumber factory object from a GenPolynomial objects module.RealAlgebraicRing(GenPolynomial<C> m, Interval<C> root, boolean isField)
The constructor creates a RealAlgebraicNumber factory object from a GenPolynomial objects module.
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