Index (ZFCJ Concrete Numbers API 1.0 API)

A B C D E F G H I L M N O P R S T Z ᐨ ᐩ
All Classes and Interfaces|All Packages|Serialized Form

A

abs() - Method in interface org.zfcj.math.numbers.RealNumber: Returns this RealNumber's absolute value
Aleph0 - Class in org.zfcj.math.numbers: Represents the aleph number aleph-zero, also called aleph-nought or aleph-null, and written as ℵ₀.
ALEPH0 - Static variable in class org.zfcj.math.numbers.Aleph0
AlephNumber - Interface in org.zfcj.math.numbers: AlephNumbers represent the cardinalities of infinite sets.
almostEquals(double) - Method in interface org.zfcj.math.numbers.RealNumber: Returns true if the given double value is almost equal to this RealNumber's double value where almost equal means that their absolute difference is less than FloatingPointMath#getMaxError()
almostEquals(double, double) - Static method in interface org.zfcj.math.numbers.RealNumber: Returns true if the given double precision values are almost equal as defined by FloatingPointMath#getMaxError()
almostEquals(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns true if the given RealNumber is almost equal to this RealNumber where almost equal means that their absolute difference is less than FloatingPointMath.getRealMaxError()
apply(Integer[]) - Method in class org.zfcj.math.numbers.LeastCommonMultiple
apply(Integer, Integer) - Method in class org.zfcj.math.numbers.IntegerAddition
apply(Integer, Integer) - Method in class org.zfcj.math.numbers.IntegerDivision
apply(Integer, Integer) - Method in class org.zfcj.math.numbers.IntegerModulo
apply(Integer, Integer) - Method in class org.zfcj.math.numbers.IntegerMultiplication
apply(Integer, Integer) - Method in class org.zfcj.math.numbers.IntegerSubtraction
apply(PositiveInteger[]) - Method in class org.zfcj.math.numbers.EuclideanAlgorithm
apply(RationalNumber, RationalNumber) - Method in class org.zfcj.math.numbers.RationalAddition
apply(RationalNumber, RationalNumber) - Method in class org.zfcj.math.numbers.RationalMultiplication
apply(RealNumber) - Method in class org.zfcj.math.numbers.RealAbsoluteValue
apply(RealNumber, RealNumber) - Method in class org.zfcj.math.numbers.RealAddition
apply(RealNumber, RealNumber) - Method in class org.zfcj.math.numbers.RealDivision
apply(RealNumber, RealNumber) - Method in class org.zfcj.math.numbers.RealExponentiation
apply(RealNumber, RealNumber) - Method in class org.zfcj.math.numbers.RealModulo
apply(RealNumber, RealNumber) - Method in class org.zfcj.math.numbers.RealMultiplication
apply(RealNumber, RealNumber) - Method in class org.zfcj.math.numbers.RealSubtraction
AtLeast<N extends Integer> - Interface in org.zfcj.math.numbers.concrete: An Integer that is at least some other Integer
AtLeastEight - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 8
AtLeastEighteen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 18
AtLeastEleven - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 11
AtLeastFifteen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 15
AtLeastFive - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 5
AtLeastFour - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 4
AtLeastFourteen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 14
AtLeastMinusOne - Interface in org.zfcj.math.numbers.concrete: An Integer no less than -1
AtLeastNine - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 9
AtLeastNineteen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 19
AtLeastOne - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 1
AtLeastSeven - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 7
AtLeastSeventeen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 17
AtLeastSix - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 6
AtLeastSixteen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 16
AtLeastTen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 10
AtLeastThirteen - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 13
AtLeastThree - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 3
AtLeastTwelve - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 12
AtLeastTwenty - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 20
AtLeastTwo - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 2
AtLeastZero - Interface in org.zfcj.math.numbers.concrete: An Integer no less than 0
AtMost<N extends Integer> - Interface in org.zfcj.math.numbers.concrete: An Integer that is at most some other Integer
AtMostEight - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 8
AtMostEighteen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 18
AtMostEleven - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 11
AtMostFifteen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 15
AtMostFive - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 5
AtMostFour - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 4
AtMostFourteen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 14
AtMostMinusOne - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than -1
AtMostNine - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 9
AtMostNineteen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 19
AtMostOne - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 1
AtMostSeven - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 7
AtMostSeventeen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 17
AtMostSix - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 6
AtMostSixteen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 16
AtMostTen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 10
AtMostThirteen - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 13
AtMostThree - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 3
AtMostTwelve - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 12
AtMostTwenty - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 20
AtMostTwo - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 2
AtMostZero - Interface in org.zfcj.math.numbers.concrete: An Integer no greater than 0

B

bigDecimalValue() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
bigDecimalValue() - Method in class org.zfcj.math.numbers.NegativeInfinity
bigDecimalValue() - Method in class org.zfcj.math.numbers.PositiveInfinity
bigDecimalValue() - Method in interface org.zfcj.math.numbers.RealNumber: Returns this RealNumber's value as a BigDecimal
bigIntegerValue() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
bigIntegerValue() - Method in interface org.zfcj.math.numbers.Integer: Returns the value of this Integer as a BigInteger

C

calculate(int...) - Static method in class org.zfcj.math.numbers.EuclideanAlgorithm: Returns the greatest common divisor of the given integers
calculate(int...) - Static method in class org.zfcj.math.numbers.LeastCommonMultiple: Returns the least common multiple of the given integers
calculate(long...) - Static method in class org.zfcj.math.numbers.EuclideanAlgorithm: Returns the greatest common divisor of the given long integers
calculate(long...) - Static method in class org.zfcj.math.numbers.LeastCommonMultiple: Returns the least common multiple of the given longs
calculate(BigInteger...) - Static method in class org.zfcj.math.numbers.EuclideanAlgorithm: Returns the greatest common divisor of the given BigIntegers
calculate(BigInteger...) - Static method in class org.zfcj.math.numbers.LeastCommonMultiple: Returns the least common multiple of the given integers
calculate(Integer...) - Static method in class org.zfcj.math.numbers.LeastCommonMultiple: Returns the least common multiple of the given integers
calculate(Integer, Integer) - Static method in class org.zfcj.math.numbers.IntegerAddition: Adds the given Integers and returns their sum
calculate(Integer, Integer) - Static method in class org.zfcj.math.numbers.IntegerModulo: Calculates the remainder of dividing the given dividend by the given divisor
calculate(Integer, Integer) - Static method in class org.zfcj.math.numbers.IntegerMultiplication: Multiplies the given Integers and returns their product
calculate(Integer, Integer) - Static method in class org.zfcj.math.numbers.IntegerSubtraction: Subtracts the given sutrahend from the given minued returning their difference
calculate(NaturalNumber, NaturalNumber) - Static method in class org.zfcj.math.numbers.IntegerAddition: Adds the given NaturalNumbers and returns the result
calculate(NaturalNumber, NaturalNumber) - Static method in class org.zfcj.math.numbers.IntegerMultiplication: Multiplies the given NaturalNumbers and returns their product
calculate(PositiveInteger...) - Static method in class org.zfcj.math.numbers.EuclideanAlgorithm: Returns the greatest common divisor of the given PositiveIntegers
calculate(PositiveInteger, PositiveInteger) - Static method in class org.zfcj.math.numbers.IntegerAddition: Adds the given PositiveIntegers and returns the result
calculate(PositiveInteger, PositiveInteger) - Static method in class org.zfcj.math.numbers.IntegerMultiplication: Multiplies the given PositiveIntegers and returns their product
calculate(RationalNumber, RationalNumber) - Static method in class org.zfcj.math.numbers.RationalAddition: Calculates the sum of addition of the given RationalNumber summands
calculate(RationalNumber, RationalNumber) - Static method in class org.zfcj.math.numbers.RationalMultiplication: Calculates the product of multiplication of the given RationalNumber factors
calculate(RealNumber) - Static method in class org.zfcj.math.numbers.RealAbsoluteValue: Calculates the RealNumber that is the absolute value of the given RealNumber
calculate(RealNumber, RealNumber) - Static method in class org.zfcj.math.numbers.RealAddition: Calculates the sum of the given RealNumbers r and s and returns the result
calculate(RealNumber, RealNumber) - Static method in class org.zfcj.math.numbers.RealDivision: Calculates the quotient of the given RealNumbers r and s and returns the result
calculate(RealNumber, RealNumber) - Static method in class org.zfcj.math.numbers.RealExponentiation: Calculates the power of exponentiation of the given RealNumber base and exponent
calculate(RealNumber, RealNumber) - Static method in class org.zfcj.math.numbers.RealModulo: Calculates the modulo of the given RealNumbers
calculate(RealNumber, RealNumber) - Static method in class org.zfcj.math.numbers.RealMultiplication: Calculates the product of multiplication of the given RealNumber factors
calculate(RealNumber, RealNumber) - Static method in class org.zfcj.math.numbers.RealSubtraction: Calculates the difference of subtracting the given RealNumbers
CardinalNumber - Interface in org.zfcj.math.numbers: A CardinalNumber is what is commonly called the cardinality or number of elements of a set.
compareTo(RealNumber) - Method in interface org.zfcj.math.numbers.Integer
compareTo(RealNumber) - Method in interface org.zfcj.math.numbers.IrrationalNumber
compareTo(RealNumber) - Method in class org.zfcj.math.numbers.NegativeInfinity
compareTo(RealNumber) - Method in class org.zfcj.math.numbers.PositiveInfinity
compareTo(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber
ConcreteNumber - Class in org.zfcj.math.numbers.concrete: A ConcreteNumber is an Integer whose value is always the same specific integer and is identified by its type name.
ConcreteNumber(int) - Constructor for class org.zfcj.math.numbers.concrete.ConcreteNumber
context() - Method in interface org.zfcj.math.numbers.IrrationalNumber: Returns the MathContext used for some BigDecimal calculations
count0ToN() - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns a Stream of all NaturalNumbers in the range from Zero to this NaturalNumber
count0ToN(N) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Returns a stream of ConcreteNumbers from ZERO to N
count0ToNMinus1() - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns a Stream of all NaturalNumbers in the range from Zero to this NaturalNumber minus 1
count0ToNMinus1(N) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Returns a stream of ConcreteNumbers from ZERO to N-1
count1ToN() - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns a Stream of all PositiveIntegers in the range from One to this PositiveInteger
count1ToN(N) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Returns a stream of ConcreteNumbers from ONE to N
count1ToNMinus1() - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns a Stream of all PositiveIntegers in the range from One to this PositiveInteger minus 1
CountableNumber - Interface in org.zfcj.math.numbers: A CountableNumber is a CardinalNumber that is either a NaturalNumber or Aleph0
countMToN(M, N) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Returns a stream of ConcreteNumbers from M to N
countNMinus1To0() - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns a Stream of all NaturalNumbers in the range from this NaturalNumber minus 1 to Zero
countNTo0() - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns a Stream of all NaturalNumbers in the range from this NaturalNumber to Zero
countNTo1() - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns a Stream of all NaturalNumbers in the range from this NaturalNumber to One
countTo(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns a Stream consisting of all Integers in the range from this Integer to the given Integer
countTo(NaturalNumber) - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns a Stream of all NaturalNumbers in the range from this NaturalNumber to the given NaturalNumber
countTo(PositiveInteger) - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns a Stream of all PositiveIntegers in the range from this PositiveInteger to the given PositiveInteger

D

denominator() - Method in interface org.zfcj.math.numbers.Integer
denominator() - Method in interface org.zfcj.math.numbers.RationalNumber: Return the denominator
divide(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns the quotient of dividing this Integer by the given Integer
divide(NaturalNumber) - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns the product of this NaturalNumber and the given NaturalNumber
divide(PositiveInteger) - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns the quotient of dividing this PositiveInteger by the given PositiveInteger
dividedBy(RationalNumber) - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the quotient of dividing this RationalNumber by the given RationalNumber
dividedBy(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns the quotient of dividing this RealNumber by the given RealNumber
doubleValue() - Method in interface org.zfcj.math.numbers.Integer
doubleValue() - Method in class org.zfcj.math.numbers.NegativeInfinity
doubleValue() - Method in class org.zfcj.math.numbers.PositiveInfinity
doubleValue() - Method in interface org.zfcj.math.numbers.RealNumber: Returns this RealNumber's value with double-precision type.

E

Eight - Class in org.zfcj.math.numbers.concrete: The concrete number 8
EIGHT - Static variable in class org.zfcj.math.numbers.concrete.Eight
Eighteen - Class in org.zfcj.math.numbers.concrete: The concrete number 18
EIGHTEEN - Static variable in class org.zfcj.math.numbers.concrete.Eighteen
Eleven - Class in org.zfcj.math.numbers.concrete: The concrete number 11
ELEVEN - Static variable in class org.zfcj.math.numbers.concrete.Eleven
equals(Object) - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
equals(Object) - Method in class org.zfcj.math.numbers.NegativeInfinity
equals(Object) - Method in class org.zfcj.math.numbers.PositiveInfinity
equals(Integer, Integer) - Static method in interface org.zfcj.math.numbers.Integer: Returns true if the given Integers are equal, false otherwise
EuclideanAlgorithm - Class in org.zfcj.math.numbers: The Euclidean Algorithm is an efficient method for computing the (GCD) greatest common divisor of a set of integers
EuclideanAlgorithm() - Constructor for class org.zfcj.math.numbers.EuclideanAlgorithm

F

Fifteen - Class in org.zfcj.math.numbers.concrete: The concrete number 15
FIFTEEN - Static variable in class org.zfcj.math.numbers.concrete.Fifteen
Five - Class in org.zfcj.math.numbers.concrete: The concrete number 5
FIVE - Static variable in class org.zfcj.math.numbers.concrete.Five
FloatingPointMath - Class in org.zfcj.math.numbers: A container for ThreadLocals that provide error thresholds for floating point calculations
FloatingPointMath() - Constructor for class org.zfcj.math.numbers.FloatingPointMath
Four - Class in org.zfcj.math.numbers.concrete: The concrete number 4
FOUR - Static variable in class org.zfcj.math.numbers.concrete.Four
FourOrEight - Interface in org.zfcj.math.numbers.concrete: The number Four or the number Eight
Fourteen - Class in org.zfcj.math.numbers.concrete: The concrete number 14
FOURTEEN - Static variable in class org.zfcj.math.numbers.concrete.Fourteen

G

getMaxError() - Static method in class org.zfcj.math.numbers.FloatingPointMath
getRealMaxError() - Static method in class org.zfcj.math.numbers.FloatingPointMath
greaterThan(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns true if this Integer is greater than the given Integer, false otherwise
greaterThan(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns true if this RealNumber is greater than the given RealNumber, false otherwise
GreaterThanAleph0 - Class in org.zfcj.math.numbers: Represents a generic uncountable infinite cardinal
greaterThanOrEqualTo(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns true if this Integer is greater than the given Integer, false otherwise
greaterThanOrEqualTo(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns true if this RealNumber is greater than or equal to the given RealNumber, false otherwise

H

hashCode() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
hashCode() - Method in class org.zfcj.math.numbers.NegativeInfinity
hashCode() - Method in class org.zfcj.math.numbers.PositiveInfinity
hasType(int) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Determines if there is a ConcreteNumber subtype whose value equals the given int
hasType(long) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Determines if there is a ConcreteNumber subtype whose value equals the given long

I

INSTANCE - Static variable in class org.zfcj.math.numbers.GreaterThanAleph0
intDenominator() - Method in interface org.zfcj.math.numbers.Integer
intDenominator() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the denominator as a primitive int or throws an exception if its not in the range of primitive ints
Integer - Interface in org.zfcj.math.numbers: Any integer number such as -12, 14, 0, 1 google, etc.
IntegerAddition - Class in org.zfcj.math.numbers: A BinaryOperator that adds two Integers and returns the sum
IntegerAddition() - Constructor for class org.zfcj.math.numbers.IntegerAddition
IntegerDivision - Class in org.zfcj.math.numbers: A BinaryOperator that divides one Integers by another and returns their quotient
IntegerDivision() - Constructor for class org.zfcj.math.numbers.IntegerDivision
IntegerModulo - Class in org.zfcj.math.numbers: A BinaryOperator that divides one Integers by another and returns the remainder
IntegerModulo() - Constructor for class org.zfcj.math.numbers.IntegerModulo
IntegerMultiplication - Class in org.zfcj.math.numbers: A BinaryOperator that multiplies two Integers and returns their product
IntegerMultiplication() - Constructor for class org.zfcj.math.numbers.IntegerMultiplication
IntegerSubtraction - Class in org.zfcj.math.numbers: A BinaryOperator that subtracts one Integer from another and returns the difference
IntegerSubtraction() - Constructor for class org.zfcj.math.numbers.IntegerSubtraction
intNumerator() - Method in interface org.zfcj.math.numbers.Integer
intNumerator() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the numerator as a primitive int or throws an exception if its not in the range of primitive ints
intValue() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
intValue() - Method in interface org.zfcj.math.numbers.Integer: Returns the value of this Integer as a primitive int or throws an Exception if its not within int range.
IrrationalNumber<N extends PositiveInteger> - Interface in org.zfcj.math.numbers: An IrrationalNumber is a RealNumber that is not a RationalNumber.
isDouble() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
isDouble() - Method in interface org.zfcj.math.numbers.IrrationalNumber
isDouble() - Method in class org.zfcj.math.numbers.NegativeInfinity
isDouble() - Method in class org.zfcj.math.numbers.PositiveInfinity
isDouble() - Method in interface org.zfcj.math.numbers.RealNumber: Determines if this RealNumber's value has the precision of a primitive double
isInt() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
isInt() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns true if this RationalNumber's numerator and denomiator are both in the range of primitive ints
isLong() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
isLong() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns true if this RationalNumber's numerator and denomiator are both in the range of primitive longs

L

LeastCommonMultiple - Class in org.zfcj.math.numbers: A Function that calculates the least common multiple of a set of Integers
LeastCommonMultiple() - Constructor for class org.zfcj.math.numbers.LeastCommonMultiple
lessThan(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns true if this Integer is less than the given Integer, false otherwise
lessThan(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns true if this RealNumber is less than the given RealNumber, false otherwise
lessThanOrEqualTo(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns true if this Integer is less than the given Integer, false otherwise
lessThanOrEqualTo(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns true if this RealNumber is less than or equal to the given RealNumber, false otherwise
longDenominator() - Method in interface org.zfcj.math.numbers.Integer
longDenominator() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the denominator as a primitive long or throws an Exception if its not in the range of primitive longs
longNumerator() - Method in interface org.zfcj.math.numbers.Integer
longNumerator() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the numerator as a primitive long or throws an Exception if its not in the range of primitive longs
longValue() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
longValue() - Method in interface org.zfcj.math.numbers.Integer: Returns the value of this Integer as a primitive long or throws an Exception if its not within the range of long ints.

M

MAX_INT - Static variable in interface org.zfcj.math.numbers.PositiveInteger
minus(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns the difference between this Integer and the given Integer
minus(RationalNumber) - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the difference between this RationalNumber and the given RationalNumber
minus(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns the difference between this RealNumber and the given RealNumber
MINUS_ONE - Static variable in class org.zfcj.math.numbers.concrete.MinusOne
minusOne() - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns the NaturalNumber that is one less than this PositiveInteger
MinusOne - Class in org.zfcj.math.numbers.concrete: The concrete number -1
modulo(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns the remainder of dividing this Integer by the given Integer
modulo(NaturalNumber) - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns the remainder of dividing this NaturalNumber by the given NaturalNumber
modulo(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns the remainder of dividing this RealNumber by the given RealNumber

N

NaturalNumber - Interface in org.zfcj.math.numbers: A NaturalNumber is a non-negative Integer
NegativeInfinity - Class in org.zfcj.math.numbers: Represents an actualized negative infinity, denoted as -∞, a RealNumber less than any other RealNumber
Nine - Class in org.zfcj.math.numbers.concrete: The concrete number 9
NINE - Static variable in class org.zfcj.math.numbers.concrete.Nine
Nineteen - Class in org.zfcj.math.numbers.concrete: The concrete number 19
NINETEEN - Static variable in class org.zfcj.math.numbers.concrete.Nineteen
NMinus1<N extends ConcreteNumber> - Interface in org.zfcj.math.numbers.concrete: Represents an Integer that is 1 less than some other (integer) ConcreteNumber
NPlus1<N extends ConcreteNumber> - Interface in org.zfcj.math.numbers.concrete: Represents an Integer that is 1 more than some other (integer) ConcreteNumber
Number - Interface in org.zfcj.math.numbers: A number of some type, ie real number, integer, etc.
numerator() - Method in interface org.zfcj.math.numbers.Integer
numerator() - Method in interface org.zfcj.math.numbers.RationalNumber: Return the numerator
NumericPrecisionException - Exception in org.zfcj.math.numbers: An RuntimeException that indicates a loss of numeric precision occurred.
NumericPrecisionException() - Constructor for exception org.zfcj.math.numbers.NumericPrecisionException
NumericPrecisionException(String) - Constructor for exception org.zfcj.math.numbers.NumericPrecisionException

O

of(double) - Static method in interface org.zfcj.math.numbers.RealNumber: Creates a new RealNumber for the given double precision value
of(int) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Returns the ConcreteNumber whose value is the given int
of(int) - Static method in interface org.zfcj.math.numbers.Integer: Returns an Integer whose value is the given int
of(int) - Static method in interface org.zfcj.math.numbers.NaturalNumber: Returns the NaturalNumber that corresponds to the given int i
of(int) - Static method in interface org.zfcj.math.numbers.PositiveInteger: Creates a new PositiveInteger whose value is the given int
of(int, int) - Static method in interface org.zfcj.math.numbers.RationalNumber: Creates a new RationalNumber from the given int numerator and denominator
of(long) - Static method in interface org.zfcj.math.numbers.Integer: Returns an Integer whose value is the given long
of(long) - Static method in interface org.zfcj.math.numbers.NaturalNumber: Returns the NaturalNumber that corresponds to the given long l
of(long) - Static method in interface org.zfcj.math.numbers.PositiveInteger: Creates a new PositiveInteger whose value is the given long
of(long, long) - Static method in interface org.zfcj.math.numbers.RationalNumber: Creates a new RationalNumber from the given long numerator and denominator
of(BigDecimal) - Static method in interface org.zfcj.math.numbers.RealNumber: Creates a new RealNumber for the given BigInteger value
of(BigInteger) - Static method in interface org.zfcj.math.numbers.Integer: Creates a new Integer whose value is the given BigInteger
of(BigInteger) - Static method in interface org.zfcj.math.numbers.NaturalNumber: Returns the NaturalNumber that corresponds to the given BigInteger
of(BigInteger) - Static method in interface org.zfcj.math.numbers.PositiveInteger: Creates a new PositiveInteger whose value is the given BigInteger
of(Integer, Integer) - Static method in interface org.zfcj.math.numbers.RationalNumber: Creates a new RationalNumber from the given Integer numerator and denominator
ofNatural(int) - Static method in class org.zfcj.math.numbers.concrete.ConcreteNumber: Returns a ConcreteNumber whose value is equal to the given int which must be greater than or equal to 0.
One - Class in org.zfcj.math.numbers.concrete: The concrete number 1
ONE - Static variable in class org.zfcj.math.numbers.concrete.One
org.zfcj.math.concretenumbers - module org.zfcj.math.concretenumbers: Provides integer singleton types and increased compile-time safety for numeric logic
org.zfcj.math.numbers - package org.zfcj.math.numbers: Core numeric types for integer and real-valued arithmetic
org.zfcj.math.numbers.concrete - package 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

P

parse(String) - Static method in interface org.zfcj.math.numbers.Integer: Creates a new Integer from the given string or throws an Exception if the string does not represent a Integer.
parse(String) - Static method in interface org.zfcj.math.numbers.NaturalNumber: Creates a new NaturalNumber from the given string
parse(String) - Static method in interface org.zfcj.math.numbers.PositiveInteger: Creates a new PositiveInteger from the given string or throws an Exception if the string does not represent a PositiveInteger.
plus(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns the sum of this Integer and the given Integer
plus(NaturalNumber) - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns the sum of this NaturalNumber and the given NaturalNumber
plus(PositiveInteger) - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns the sum of this NaturalNumber and the given PositiveInteger
plus(PositiveInteger) - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns the sum of this PositiveInteger and the given PositiveInteger
plus(RationalNumber) - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the sum of this RationalNumber and the given RationalNumber
plus(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns the sum of this RealNumber and the given RealNumber
PositiveInfinity - Class in org.zfcj.math.numbers: Represents an actualized positive infinity, denoted as +∞, a RealNumber greater than any other RealNumber
PositiveInteger - Interface in org.zfcj.math.numbers: A PositiveInteger is a NaturalNumber that isn't Zero.
pow(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns the product of exponentiating this RealNumber by the given RealNumber
precision() - Method in interface org.zfcj.math.numbers.IrrationalNumber

R

RationalAddition - Class in org.zfcj.math.numbers: A BinaryOperator that add two RationalNumbers and returns the sum
RationalAddition() - Constructor for class org.zfcj.math.numbers.RationalAddition
RationalMultiplication - Class in org.zfcj.math.numbers: A BinaryOperator that multiplies two RealNumbers and returns the product
RationalMultiplication() - Constructor for class org.zfcj.math.numbers.RationalMultiplication
RationalNumber - Interface in org.zfcj.math.numbers: A RationalNumber, also called a fraction, is a RealNumber that can be defined as a ratio of two Integers.
RealAbsoluteValue - Class in org.zfcj.math.numbers: A Function that calculates the absolute value of a RealNumber
RealAbsoluteValue() - Constructor for class org.zfcj.math.numbers.RealAbsoluteValue
RealAddition - Class in org.zfcj.math.numbers: A BinaryOperation that returns the sum of two RealNumbers
RealAddition() - Constructor for class org.zfcj.math.numbers.RealAddition
RealDivision - Class in org.zfcj.math.numbers: A BinaryOperator that divides two RealNumbers and returns the quotient
RealDivision() - Constructor for class org.zfcj.math.numbers.RealDivision
RealExponentiation - Class in org.zfcj.math.numbers: A BinaryOperator that computes the exponentiation of one RealNumber by another
RealExponentiation() - Constructor for class org.zfcj.math.numbers.RealExponentiation
RealModulo - Class in org.zfcj.math.numbers: A BinaryOperator that computes the modulo of one RealNumber by another
RealModulo() - Constructor for class org.zfcj.math.numbers.RealModulo
RealMultiplication - Class in org.zfcj.math.numbers: A BinaryOperator that multiplies two RealNumbers and returns their product
RealMultiplication() - Constructor for class org.zfcj.math.numbers.RealMultiplication
RealNumber - Interface in org.zfcj.math.numbers: A RealNumber is an element of the set of RealNumbers ℝ
RealSubtraction - Class in org.zfcj.math.numbers: A BinaryOperator that subtracts one RealNumber from another and returns their difference
RealSubtraction() - Constructor for class org.zfcj.math.numbers.RealSubtraction
reduce() - Method in interface org.zfcj.math.numbers.RationalNumber: Returns a RationalNumber that is equivalent to this RationalNumber reduced to its lowest terms

S

setMaxError(double) - Static method in class org.zfcj.math.numbers.FloatingPointMath
setRealMaxError(RealNumber) - Static method in class org.zfcj.math.numbers.FloatingPointMath
Seven - Class in org.zfcj.math.numbers.concrete: The concrete number 7
SEVEN - Static variable in class org.zfcj.math.numbers.concrete.Seven
Seventeen - Class in org.zfcj.math.numbers.concrete: The concrete number 17
SEVENTEEN - Static variable in class org.zfcj.math.numbers.concrete.Seventeen
Six - Class in org.zfcj.math.numbers.concrete: The concrete number 6
SIX - Static variable in class org.zfcj.math.numbers.concrete.Six
Sixteen - Class in org.zfcj.math.numbers.concrete: The concrete number 16
SIXTEEN - Static variable in class org.zfcj.math.numbers.concrete.Sixteen

T

Ten - Class in org.zfcj.math.numbers.concrete: The concrete number 10
TEN - Static variable in class org.zfcj.math.numbers.concrete.Ten
Thirteen - Class in org.zfcj.math.numbers.concrete: The concrete number 13
THIRTEEN - Static variable in class org.zfcj.math.numbers.concrete.Thirteen
Three - Class in org.zfcj.math.numbers.concrete: The concrete number 3
THREE - Static variable in class org.zfcj.math.numbers.concrete.Three
times(Integer) - Method in interface org.zfcj.math.numbers.Integer: Returns the product of this Integer and the given Integer
times(NaturalNumber) - Method in interface org.zfcj.math.numbers.NaturalNumber: Returns the product of this NaturalNumber and the given NaturalNumber
times(PositiveInteger) - Method in interface org.zfcj.math.numbers.PositiveInteger: Returns the product of this PositiveInteger and the given PositiveInteger
times(RationalNumber) - Method in interface org.zfcj.math.numbers.RationalNumber: Returns the product of multiplying this RationalNumber by the given RationalNumber
times(RealNumber) - Method in interface org.zfcj.math.numbers.RealNumber: Returns the product of multiplying this RealNumber by the given RealNumber
toBinaryString(Integer) - Static method in interface org.zfcj.math.numbers.Integer: Returns a binary string representation of the given Integer
toString() - Method in class org.zfcj.math.numbers.Aleph0
toString() - Method in class org.zfcj.math.numbers.concrete.ConcreteNumber
toString() - Method in class org.zfcj.math.numbers.GreaterThanAleph0
toString() - Method in class org.zfcj.math.numbers.NegativeInfinity
toString() - Method in class org.zfcj.math.numbers.PositiveInfinity
truncate() - Method in interface org.zfcj.math.numbers.RealNumber: Truncates this RealNumber toward ZERO
Twelve - Class in org.zfcj.math.numbers.concrete: The concrete number 12
TWELVE - Static variable in class org.zfcj.math.numbers.concrete.Twelve
Twenty - Class in org.zfcj.math.numbers.concrete: The concrete number 20
TWENTY - Static variable in class org.zfcj.math.numbers.concrete.Twenty
Two - Class in org.zfcj.math.numbers.concrete: The concrete number 2
TWO - Static variable in class org.zfcj.math.numbers.concrete.Two

Z

Zero - Class in org.zfcj.math.numbers.concrete: The concrete number 0
ZERO - Static variable in class org.zfcj.math.numbers.concrete.Zero

ᐨ

ᐨINFINITY - Static variable in class org.zfcj.math.numbers.NegativeInfinity

ᐩ

ᐩINFINITY - Static variable in class org.zfcj.math.numbers.PositiveInfinity

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