Uses of Interface
com.rubecula.jquantity.Integral

Packages that use Integral

com.rubecula.jquantity

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Uses of Integral in com.rubecula.jquantity

Classes in com.rubecula.jquantity that implement Integral

(package private) class	FuzzInt This class extends a WholeNumber by adding fuzzy parameters.
class	Manifest This class defines a "manifest" constant (a whole number which cannot be changed).
class	WholeNumber This class is a logical extension of the BigInteger class, but is an actual extension of MutableNumber.

Methods in com.rubecula.jquantity that return Integral

Integral	Value.toIntegral() Method to present a Rational as an Integral number.
Integral	Rational.toIntegral() Method to present a Rational as an Integral number.
protected Integral	Rational.getDenominatorAsIntegral() Method to access the denominator of this Rational object.
protected Integral	Rational.getNumeratorAsIntegral() Method to access the numerator of this Rational object.
Integral	MutableNumber.toIntegral() Method to present a MutableNumber as an Integral number.

Methods in com.rubecula.jquantity with parameters of type Integral

static WholeNumber	WholeNumber.valueOf(Integral number) Factory method to create a WholeNumber from an instance of Integral, such as a Manifest, which is not a BaseNumber.
int	WholeNumber.compareTo(Integral o) Compares this WholeNumber with the specified Object o.
protected void	WholeNumber.factor(Integral factor) MUTATING METHOD: Replaces value with (this / divisor).
WholeNumber	WholeNumber.quotient(Integral that) Method to divide a WholeNumber by an Integral number.
void	WholeNumber.divide(Integral divisor) MUTATING METHOD: Replaces value with (this / divisor).
java.math.BigInteger[]	WholeNumber.divideAndRemainder(Integral divisor) Returns an array of two BigIntegers containing (this / divisor) followed by (this % divisor).
java.math.BigInteger	WholeNumber.gcd(Integral val) Returns a BigInteger whose value is the greatest common divisor of abs(this) and abs(val).
protected void	Rational.factor(Integral divisor) MUTATING METHOD: Replaces value with (this / divisor).
int	Rational.compareTo(Integral val) Compares this Rational with the specified Integral.
private void	Rational.setNumerator(Integral numerator) MUTATING method to set the value of the numerator.
private void	Rational.setDenominator(Integral denominator) MUTATING method to set the value of the denominator.
private java.math.BigInteger[]	Rational.divideNumeratorAndRemainder(Integral divisor)
private static java.math.BigInteger	Rational.GetBigInteger(Integral x, boolean strict)
protected abstract void	MutableNumber.factor(Integral divisor) MUTATING METHOD: Replaces value with (this / divisor).
protected BaseNumber	MutableNumber.factored(Integral factor) Method to divide this exactly by factor and return the quotient as the result.
protected BaseNumber	FuzzInt.pow(Integral power) Method to raise this to the power power return the result.
protected void	FuzzInt.factor(Integral x) MUTATING METHOD: Replaces value with (this / x).

Constructors in com.rubecula.jquantity with parameters of type Integral

WholeNumber(Integral integer, java.lang.String identifier)
Constructs a WholeNumber from a Manifest and an identifier.

WholeNumber(Integral integer)
Constructs a WholeNumber from a Manifest using a default Identifier.

Rational(Integral numerator, Integral denominator, java.lang.String identifier)
Constructs an identified Rational representing the ratio of numerator divided by denominator.

Rational(Integral numerator, Integral denominator)
Constructs a non-explicitly identified, normalized Rational representing the ratio of numerator divided by denominator.

Rational(Integral numerator, java.lang.String identifier)
Constructs an identified Rational representing the ratio of numerator divided by denominator, with optional normalization.

Rational(Integral value)
Constructs a non-explicitly identified Rational representing the ratio of value divided by unity.

Rational(Integral numerator, Integral denominator, boolean normalize, java.lang.String identifier)
Constructs an identified Rational representing the ratio of numerator divided by denominator, with optional normalization.

Rational(Integral numerator, Integral denominator, boolean normalize)
Constructs a non-explicitly identified Rational representing the ratio of numerator divided by denominator, with optional normalization.