Uses of Interface
org.zfcj.math.numbers.Number

Packages that use Number

Package	Description
org.zfcj.math.numbers	Core numeric types for integer and real-valued arithmetic
org.zfcj.math.numbers.concrete	Provides the auto-generated ConcreteNumber abstract base class along with its singleton sub-types Zero, One, Two, etc and supporting types

Uses of Number in org.zfcj.math.numbers

Subinterfaces of Number in org.zfcj.math.numbers

Modifier and Type	Interface	Description
interface	AlephNumber	AlephNumbers represent the cardinalities of infinite sets.
interface	CardinalNumber	A CardinalNumber is what is commonly called the cardinality or number of elements of a set.
interface	CountableNumber	A CountableNumber is a CardinalNumber that is either a NaturalNumber or Aleph0
interface	Integer	Any integer number such as -12, 14, 0, 1 google, etc.
interface	IrrationalNumber<N extends PositiveInteger>	An IrrationalNumber is a RealNumber that is not a RationalNumber.
interface	NaturalNumber	A NaturalNumber is a non-negative Integer
interface	PositiveInteger	A PositiveInteger is a NaturalNumber that isn't Zero.
interface	RationalNumber	A RationalNumber, also called a fraction, is a RealNumber that can be defined as a ratio of two Integers.
interface	RealNumber	A RealNumber is an element of the set of RealNumbers ℝ

Classes in org.zfcj.math.numbers that implement Number

Modifier and Type	Class	Description
final class	Aleph0	Represents the aleph number aleph-zero, also called aleph-nought or aleph-null, and written as ℵ₀.
final class	GreaterThanAleph0	Represents a generic uncountable infinite cardinal
final class	NegativeInfinity	Represents an actualized negative infinity, denoted as -∞, a RealNumber less than any other RealNumber
final class	PositiveInfinity	Represents an actualized positive infinity, denoted as +∞, a RealNumber greater than any other RealNumber

Uses of Number in org.zfcj.math.numbers.concrete

Subinterfaces of Number in org.zfcj.math.numbers.concrete

Modifier and Type	Interface	Description
interface	AtLeast<N extends Integer>	An Integer that is at least some other Integer
interface	AtLeastEight	An Integer no less than 8
interface	AtLeastEighteen	An Integer no less than 18
interface	AtLeastEleven	An Integer no less than 11
interface	AtLeastFifteen	An Integer no less than 15
interface	AtLeastFive	An Integer no less than 5
interface	AtLeastFour	An Integer no less than 4
interface	AtLeastFourteen	An Integer no less than 14
interface	AtLeastMinusOne	An Integer no less than -1
interface	AtLeastNine	An Integer no less than 9
interface	AtLeastNineteen	An Integer no less than 19
interface	AtLeastOne	An Integer no less than 1
interface	AtLeastSeven	An Integer no less than 7
interface	AtLeastSeventeen	An Integer no less than 17
interface	AtLeastSix	An Integer no less than 6
interface	AtLeastSixteen	An Integer no less than 16
interface	AtLeastTen	An Integer no less than 10
interface	AtLeastThirteen	An Integer no less than 13
interface	AtLeastThree	An Integer no less than 3
interface	AtLeastTwelve	An Integer no less than 12
interface	AtLeastTwenty	An Integer no less than 20
interface	AtLeastTwo	An Integer no less than 2
interface	AtLeastZero	An Integer no less than 0
interface	AtMost<N extends Integer>	An Integer that is at most some other Integer
interface	AtMostEight	An Integer no greater than 8
interface	AtMostEighteen	An Integer no greater than 18
interface	AtMostEleven	An Integer no greater than 11
interface	AtMostFifteen	An Integer no greater than 15
interface	AtMostFive	An Integer no greater than 5
interface	AtMostFour	An Integer no greater than 4
interface	AtMostFourteen	An Integer no greater than 14
interface	AtMostMinusOne	An Integer no greater than -1
interface	AtMostNine	An Integer no greater than 9
interface	AtMostNineteen	An Integer no greater than 19
interface	AtMostOne	An Integer no greater than 1
interface	AtMostSeven	An Integer no greater than 7
interface	AtMostSeventeen	An Integer no greater than 17
interface	AtMostSix	An Integer no greater than 6
interface	AtMostSixteen	An Integer no greater than 16
interface	AtMostTen	An Integer no greater than 10
interface	AtMostThirteen	An Integer no greater than 13
interface	AtMostThree	An Integer no greater than 3
interface	AtMostTwelve	An Integer no greater than 12
interface	AtMostTwenty	An Integer no greater than 20
interface	AtMostTwo	An Integer no greater than 2
interface	AtMostZero	An Integer no greater than 0
interface	FourOrEight	The number Four or the number Eight
interface	NMinus1<N extends ConcreteNumber>	Represents an Integer that is 1 less than some other (integer) ConcreteNumber
interface	NPlus1<N extends ConcreteNumber>	Represents an Integer that is 1 more than some other (integer) ConcreteNumber

Classes in org.zfcj.math.numbers.concrete that implement Number

Modifier and Type	Class	Description
class	ConcreteNumber	A ConcreteNumber is an Integer whose value is always the same specific integer and is identified by its type name.
final class	Eight	The concrete number 8
final class	Eighteen	The concrete number 18
final class	Eleven	The concrete number 11
final class	Fifteen	The concrete number 15
final class	Five	The concrete number 5
final class	Four	The concrete number 4
final class	Fourteen	The concrete number 14
final class	MinusOne	The concrete number -1
final class	Nine	The concrete number 9
final class	Nineteen	The concrete number 19
final class	One	The concrete number 1
final class	Seven	The concrete number 7
final class	Seventeen	The concrete number 17
final class	Six	The concrete number 6
final class	Sixteen	The concrete number 16
final class	Ten	The concrete number 10
final class	Thirteen	The concrete number 13
final class	Three	The concrete number 3
final class	Twelve	The concrete number 12
final class	Twenty	The concrete number 20
final class	Two	The concrete number 2
final class	Zero	The concrete number 0