BigInteger (moe.ios.core API)

java.lang.Object
- java.lang.Number
- - java.math.BigInteger

All Implemented Interfaces:

Serializable, Comparable<BigInteger>
```
public class BigInteger
extends Number
implements Comparable<BigInteger>, Serializable
```
An immutable arbitrary-precision signed integer.
Fast Cryptography
This implementation is efficient for operations traditionally used in cryptography, such as the generation of large prime numbers and computation of the modular inverse.
Slow Two's Complement Bitwise Operations
This API includes operations for bitwise operations in two's complement representation. Two's complement is not the internal representation used by this implementation, so such methods may be inefficient. Use BitSet for high-performance bitwise operations on arbitrarily-large sequences of bits.

See Also:

Serialized Form

Field Summary

Fields
Modifier and Type	Field and Description
`static BigInteger`	`ONE` The `BigInteger` constant 1.
`static BigInteger`	`TEN` The `BigInteger` constant 10.
`static BigInteger`	`ZERO` The `BigInteger` constant 0.

Constructor Summary

Constructors
Constructor and Description
`BigInteger(byte[] value)` Constructs a new `BigInteger` from the given two's complement representation.
`BigInteger(int signum, byte[] magnitude)` Constructs a new `BigInteger` instance with the given sign and magnitude.
`BigInteger(int bitLength, int certainty, Random random)` Constructs a random `BigInteger` instance in the range `[0, pow(2, bitLength)-1]` which is probably prime.
`BigInteger(int numBits, Random random)` Constructs a random non-negative `BigInteger` instance in the range `[0, pow(2, numBits)-1]`.
`BigInteger(String value)` Constructs a new `BigInteger` by parsing `value`.
`BigInteger(String value, int radix)` Constructs a new `BigInteger` instance by parsing `value`.

Method Summary

All Methods Static Methods Instance Methods Concrete Methods
Modifier and Type	Method and Description
`BigInteger`	`abs()` Returns a `BigInteger` whose value is the absolute value of `this`.
`BigInteger`	`add(BigInteger value)` Returns a `BigInteger` whose value is `this + value`.
`BigInteger`	`and(BigInteger value)` Returns a `BigInteger` whose value is `this & value`.
`BigInteger`	`andNot(BigInteger value)` Returns a `BigInteger` whose value is `this & ~value`.
`int`	`bitCount()` Returns the number of bits in the two's complement representation of `this` which differ from the sign bit.
`int`	`bitLength()` Returns the length of the value's two's complement representation without leading zeros for positive numbers / without leading ones for negative values.
`BigInteger`	`clearBit(int n)` Returns a `BigInteger` which has the same binary representation as `this` but with the bit at position n cleared.
`int`	`compareTo(BigInteger value)` Compares this `BigInteger` with `value`.
`BigInteger`	`divide(BigInteger divisor)` Returns a `BigInteger` whose value is `this / divisor`.
`BigInteger[]`	`divideAndRemainder(BigInteger divisor)` Returns a two element `BigInteger` array containing `this / divisor` at index 0 and `this % divisor` at index 1.
`double`	`doubleValue()` Returns this `BigInteger` as a double.
`boolean`	`equals(Object x)` Compares this instance with the specified object and indicates if they are equal.
`BigInteger`	`flipBit(int n)` Returns a `BigInteger` which has the same binary representation as `this` but with the bit at position n flipped.
`float`	`floatValue()` Returns this `BigInteger` as a float.
`BigInteger`	`gcd(BigInteger value)` Returns a `BigInteger` whose value is greatest common divisor of `this` and `value`.
`int`	`getLowestSetBit()` Returns the position of the lowest set bit in the two's complement representation of this `BigInteger`.
`int`	`hashCode()` Returns an integer hash code for this object.
`int`	`intValue()` Returns this `BigInteger` as an int value.
`boolean`	`isProbablePrime(int certainty)` Tests whether this `BigInteger` is probably prime.
`long`	`longValue()` Returns this `BigInteger` as a long value.
`BigInteger`	`max(BigInteger value)` Returns the maximum of this `BigInteger` and `value`.
`BigInteger`	`min(BigInteger value)` Returns the minimum of this `BigInteger` and `value`.
`BigInteger`	`mod(BigInteger m)` Returns a `BigInteger` whose value is `this mod m`.
`BigInteger`	`modInverse(BigInteger m)` Returns a `BigInteger` whose value is `1/this mod m`.
`BigInteger`	`modPow(BigInteger exponent, BigInteger modulus)` Returns a `BigInteger` whose value is `pow(this, exponent) mod modulus`.
`BigInteger`	`multiply(BigInteger value)` Returns a `BigInteger` whose value is `this * value`.
`BigInteger`	`negate()` Returns a `BigInteger` whose value is the `-this`.
`BigInteger`	`nextProbablePrime()` Returns the smallest integer x > `this` which is probably prime as a `BigInteger` instance.
`BigInteger`	`not()` Returns a `BigInteger` whose value is `~this`.
`BigInteger`	`or(BigInteger value)` Returns a `BigInteger` whose value is `this \| value`.
`BigInteger`	`pow(int exp)` Returns a `BigInteger` whose value is `pow(this, exp)`.
`static BigInteger`	`probablePrime(int bitLength, Random random)` Returns a random positive `BigInteger` instance in the range `[0, pow(2, bitLength)-1]` which is probably prime.
`BigInteger`	`remainder(BigInteger divisor)` Returns a `BigInteger` whose value is `this % divisor`.
`BigInteger`	`setBit(int n)` Returns a `BigInteger` which has the same binary representation as `this` but with the bit at position n set.
`BigInteger`	`shiftLeft(int n)` Returns a `BigInteger` whose value is `this << n`.
`BigInteger`	`shiftRight(int n)` Returns a `BigInteger` whose value is `this >> n`.
`int`	`signum()` Returns the sign of this `BigInteger`.
`BigInteger`	`subtract(BigInteger value)` Returns a `BigInteger` whose value is `this - value`.
`boolean`	`testBit(int n)` Tests whether the bit at position n in `this` is set.
`byte[]`	`toByteArray()` Returns the two's complement representation of this `BigInteger` in a byte array.
`String`	`toString()` Returns a string representation of this `BigInteger` in decimal form.
`String`	`toString(int radix)` Returns a string containing a string representation of this `BigInteger` with base radix.
`static BigInteger`	`valueOf(long value)` Returns a `BigInteger` whose value is equal to `value`.
`BigInteger`	`xor(BigInteger value)` Returns a `BigInteger` whose value is `this ^ value`.

Methods inherited from class java.lang.Number
byteValue, shortValue

Methods inherited from class java.lang.Object
clone, finalize, getClass, notify, notifyAll, wait, wait, wait

- Field Detail
 - ZERO
```
public static final BigInteger ZERO
```
 The BigInteger constant 0.
 - ONE
```
public static final BigInteger ONE
```
 The BigInteger constant 1.
 - TEN
```
public static final BigInteger TEN
```
 The BigInteger constant 10.
- Constructor Detail
 - BigInteger
```
public BigInteger(int numBits,
 Random random)
```
 Constructs a random non-negative BigInteger instance in the range [0, pow(2, numBits)-1].
 
 Parameters:
 
 numBits - maximum length of the new BigInteger in bits.
 
 random - is the random number generator to be used.
 
 Throws:
 
 IllegalArgumentException - if numBits < 0.
 - BigInteger
```
public BigInteger(int bitLength,
 int certainty,
 Random random)
```
 Constructs a random BigInteger instance in the range [0, pow(2, bitLength)-1] which is probably prime. The probability that the returned BigInteger is prime is greater than 1 - 1/2certainty).
 Note: the Random argument is ignored if bitLength >= 16, where this implementation will use OpenSSL's BN_generate_prime_ex as a source of cryptographically strong pseudo-random numbers.
 
 Parameters:
 
 bitLength - length of the new BigInteger in bits.
 
 certainty - tolerated primality uncertainty.
 
 Throws:
 
 ArithmeticException - if bitLength < 2.
 
 See Also:
 
 Specification of random generator used from OpenSSL library
 - BigInteger
```
public BigInteger(String value)
```
 Constructs a new BigInteger by parsing value. The string representation consists of an optional plus or minus sign followed by a non-empty sequence of decimal digits. Digits are interpreted as if by Character.digit(char,10).
 
 Parameters:
 
 value - string representation of the new BigInteger.
 
 Throws:
 
 NullPointerException - if value == null.
 
 NumberFormatException - if value is not a valid representation of a BigInteger.
 - BigInteger
```
public BigInteger(String value,
 int radix)
```
 Constructs a new BigInteger instance by parsing value. The string representation consists of an optional plus or minus sign followed by a non-empty sequence of digits in the specified radix. Digits are interpreted as if by Character.digit(char, radix).
 
 Parameters:
 
 value - string representation of the new BigInteger.
 
 radix - the base to be used for the conversion.
 
 Throws:
 
 NullPointerException - if value == null.
 
 NumberFormatException - if value is not a valid representation of a BigInteger or if radix < Character.MIN_RADIX or radix > Character.MAX_RADIX.
 - BigInteger
```
public BigInteger(int signum,
 byte[] magnitude)
```
 Constructs a new BigInteger instance with the given sign and magnitude.
 
 Parameters:
 
 signum - sign of the new BigInteger (-1 for negative, 0 for zero, 1 for positive).
 
 magnitude - magnitude of the new BigInteger with the most significant byte first.
 
 Throws:
 
 NullPointerException - if magnitude == null.
 
 NumberFormatException - if the sign is not one of -1, 0, 1 or if the sign is zero and the magnitude contains non-zero entries.
 - BigInteger
```
public BigInteger(byte[] value)
```
 Constructs a new BigInteger from the given two's complement representation. The most significant byte is the entry at index 0. The most significant bit of this entry determines the sign of the new BigInteger instance. The array must be nonempty.
 
 Parameters:
 
 value - two's complement representation of the new BigInteger.
 
 Throws:
 
 NullPointerException - if value == null.
 
 NumberFormatException - if the length of value is zero.
- Method Detail
 - valueOf
```
public static BigInteger valueOf(long value)
```
 Returns a BigInteger whose value is equal to value.
 - toByteArray
```
public byte[] toByteArray()
```
 Returns the two's complement representation of this BigInteger in a byte array.
 - abs
```
public BigInteger abs()
```
 Returns a BigInteger whose value is the absolute value of this.
 - negate
```
public BigInteger negate()
```
 Returns a BigInteger whose value is the -this.
 - add
```
public BigInteger add(BigInteger value)
```
 Returns a BigInteger whose value is this + value.
 - subtract
```
public BigInteger subtract(BigInteger value)
```
 Returns a BigInteger whose value is this - value.
 - signum
```
public int signum()
```
 Returns the sign of this BigInteger.
 
 Returns:
 
 -1 if this < 0, 0 if this == 0, 1 if this > 0.
 - shiftRight
```
public BigInteger shiftRight(int n)
```
 Returns a BigInteger whose value is this >> n. For negative arguments, the result is also negative. The shift distance may be negative which means that this is shifted left.
 Implementation Note: Usage of this method on negative values is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 n - shift distance
 
 Returns:
 
 this >> n if n >= 0; this << (-n) otherwise
 - shiftLeft
```
public BigInteger shiftLeft(int n)
```
 Returns a BigInteger whose value is this << n. The result is equivalent to this * pow(2, n) if n >= 0. The shift distance may be negative which means that this is shifted right. The result then corresponds to floor(this / pow(2, -n)).
 Implementation Note: Usage of this method on negative values is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 n - shift distance.
 
 Returns:
 
 this << n if n >= 0; this >> (-n). otherwise
 - bitLength
```
public int bitLength()
```
 Returns the length of the value's two's complement representation without leading zeros for positive numbers / without leading ones for negative values.
 The two's complement representation of this will be at least bitLength() + 1 bits long.
 The value will fit into an int if bitLength() < 32 or into a long if bitLength() < 64.
 
 Returns:
 
 the length of the minimal two's complement representation for this without the sign bit.
 - testBit
```
public boolean testBit(int n)
```
 Tests whether the bit at position n in this is set. The result is equivalent to this & pow(2, n) != 0.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 n - position where the bit in this has to be inspected.
 
 Throws:
 
 ArithmeticException - if n < 0.
 - setBit
```
public BigInteger setBit(int n)
```
 Returns a BigInteger which has the same binary representation as this but with the bit at position n set. The result is equivalent to this | pow(2, n).
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 n - position where the bit in this has to be set.
 
 Throws:
 
 ArithmeticException - if n < 0.
 - clearBit
```
public BigInteger clearBit(int n)
```
 Returns a BigInteger which has the same binary representation as this but with the bit at position n cleared. The result is equivalent to this & ~pow(2, n).
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 n - position where the bit in this has to be cleared.
 
 Throws:
 
 ArithmeticException - if n < 0.
 - flipBit
```
public BigInteger flipBit(int n)
```
 Returns a BigInteger which has the same binary representation as this but with the bit at position n flipped. The result is equivalent to this ^ pow(2, n).
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 n - position where the bit in this has to be flipped.
 
 Throws:
 
 ArithmeticException - if n < 0.
 - getLowestSetBit
```
public int getLowestSetBit()
```
 Returns the position of the lowest set bit in the two's complement representation of this BigInteger. If all bits are zero (this==0) then -1 is returned as result.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 - bitCount
```
public int bitCount()
```
 Returns the number of bits in the two's complement representation of this which differ from the sign bit. If this is negative, the result is equivalent to the number of bits set in the two's complement representation of -this - 1.
 Use bitLength(0) to find the length of the binary value in bits.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 - not
```
public BigInteger not()
```
 Returns a BigInteger whose value is ~this. The result of this operation is -this-1.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 - and
```
public BigInteger and(BigInteger value)
```
 Returns a BigInteger whose value is this & value.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 value - value to be and'ed with this.
 
 Throws:
 
 NullPointerException - if value == null.
 - or
```
public BigInteger or(BigInteger value)
```
 Returns a BigInteger whose value is this | value.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 value - value to be or'ed with this.
 
 Throws:
 
 NullPointerException - if value == null.
 - xor
```
public BigInteger xor(BigInteger value)
```
 Returns a BigInteger whose value is this ^ value.
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 value - value to be xor'ed with this
 
 Throws:
 
 NullPointerException - if value == null
 - andNot
```
public BigInteger andNot(BigInteger value)
```
 Returns a BigInteger whose value is this & ~value. Evaluating x.andNot(value) returns the same result as x.and(value.not()).
 Implementation Note: Usage of this method is not recommended as the current implementation is not efficient.
 
 Parameters:
 
 value - value to be not'ed and then and'ed with this.
 
 Throws:
 
 NullPointerException - if value == null.
 - intValue
```
public int intValue()
```
 Returns this BigInteger as an int value. If this is too big to be represented as an int, then this % (1 << 32) is returned.
 
 Specified by:
 
 intValue in class Number
 
 Returns:
 
 the primitive int value of this object.
 - longValue
```
public long longValue()
```
 Returns this BigInteger as a long value. If this is too big to be represented as a long, then this % pow(2, 64) is returned.
 
 Specified by:
 
 longValue in class Number
 
 Returns:
 
 the primitive long value of this object.
 - floatValue
```
public float floatValue()
```
 Returns this BigInteger as a float. If this is too big to be represented as a float, then Float.POSITIVE_INFINITY or Float.NEGATIVE_INFINITY is returned. Note that not all integers in the range [-Float.MAX_VALUE, Float.MAX_VALUE] can be exactly represented as a float.
 
 Specified by:
 
 floatValue in class Number
 
 Returns:
 
 the primitive float value of this object.
 - doubleValue
```
public double doubleValue()
```
 Returns this BigInteger as a double. If this is too big to be represented as a double, then Double.POSITIVE_INFINITY or Double.NEGATIVE_INFINITY is returned. Note that not all integers in the range [-Double.MAX_VALUE, Double.MAX_VALUE] can be exactly represented as a double.
 
 Specified by:
 
 doubleValue in class Number
 
 Returns:
 
 the primitive double value of this object.
 - compareTo
```
public int compareTo(BigInteger value)
```
 Compares this BigInteger with value. Returns -1 if this < value, 0 if this == value and 1 if this > value, .
 
 Specified by:
 
 compareTo in interface Comparable<BigInteger>
 
 Parameters:
 
 value - value to be compared with this.
 
 Returns:
 
 a negative integer if this instance is less than another; a positive integer if this instance is greater than another; 0 if this instance has the same order as another.
 
 Throws:
 
 NullPointerException - if value == null.
 - min
```
public BigInteger min(BigInteger value)
```
 Returns the minimum of this BigInteger and value.
 
 Parameters:
 
 value - value to be used to compute the minimum with this.
 
 Throws:
 
 NullPointerException - if value == null.
 - max
```
public BigInteger max(BigInteger value)
```
 Returns the maximum of this BigInteger and value.
 
 Parameters:
 
 value - value to be used to compute the maximum with this
 
 Throws:
 
 NullPointerException - if value == null
 - hashCode
```
public int hashCode()
```
 Description copied from class: Object
 
 Returns an integer hash code for this object. By contract, any two objects for which Object.equals(java.lang.Object) returns true must return the same hash code value. This means that subclasses of Object usually override both methods or neither method.
 Note that hash values must not change over time unless information used in equals comparisons also changes.
 See Writing a correct hashCode method if you intend implementing your own hashCode method.
 
 Overrides:
 
 hashCode in class Object
 
 Returns:
 
 this object's hash code.
 
 See Also:
 
 Object.equals(java.lang.Object)
 - equals
```
public boolean equals(Object x)
```
 Description copied from class: Object
 
 Compares this instance with the specified object and indicates if they are equal. In order to be equal, o must represent the same object as this instance using a class-specific comparison. The general contract is that this comparison should be reflexive, symmetric, and transitive. Also, no object reference other than null is equal to null.
 The default implementation returns true only if this == o. See Writing a correct equals method if you intend implementing your own equals method.
 The general contract for the equals and Object.hashCode() methods is that if equals returns true for any two objects, then hashCode() must return the same value for these objects. This means that subclasses of Object usually override either both methods or neither of them.
 
 Overrides:
 
 equals in class Object
 
 Parameters:
 
 x - the object to compare this instance with.
 
 Returns:
 
 true if the specified object is equal to this Object; false otherwise.
 
 See Also:
 
 Object.hashCode()
 - toString
```
public String toString()
```
 Returns a string representation of this BigInteger in decimal form.
 
 Overrides:
 
 toString in class Object
 
 Returns:
 
 a printable representation of this object.
 - toString
```
public String toString(int radix)
```
 Returns a string containing a string representation of this BigInteger with base radix. If radix < Character.MIN_RADIX or radix > Character.MAX_RADIX then a decimal representation is returned. The characters of the string representation are generated with method Character.forDigit.
 
 Parameters:
 
 radix - base to be used for the string representation.
 - gcd
```
public BigInteger gcd(BigInteger value)
```
 Returns a BigInteger whose value is greatest common divisor of this and value. If this == 0 and value == 0 then zero is returned, otherwise the result is positive.
 
 Parameters:
 
 value - value with which the greatest common divisor is computed.
 
 Throws:
 
 NullPointerException - if value == null.
 - multiply
```
public BigInteger multiply(BigInteger value)
```
 Returns a BigInteger whose value is this * value.
 
 Throws:
 
 NullPointerException - if value == null.
 - pow
```
public BigInteger pow(int exp)
```
 Returns a BigInteger whose value is pow(this, exp).
 
 Throws:
 
 ArithmeticException - if exp < 0.
 - divideAndRemainder
```
public BigInteger[] divideAndRemainder(BigInteger divisor)
```
 Returns a two element BigInteger array containing this / divisor at index 0 and this % divisor at index 1.
 
 Parameters:
 
 divisor - value by which this is divided.
 
 Throws:
 
 NullPointerException - if divisor == null.
 
 ArithmeticException - if divisor == 0.
 
 See Also:
 
 divide(java.math.BigInteger), remainder(java.math.BigInteger)
 - divide
```
public BigInteger divide(BigInteger divisor)
```
 Returns a BigInteger whose value is this / divisor.
 
 Parameters:
 
 divisor - value by which this is divided.
 
 Returns:
 
 this / divisor.
 
 Throws:
 
 NullPointerException - if divisor == null.
 
 ArithmeticException - if divisor == 0.
 - remainder
```
public BigInteger remainder(BigInteger divisor)
```
 Returns a BigInteger whose value is this % divisor. Regarding signs this methods has the same behavior as the % operator on ints: the sign of the remainder is the same as the sign of this.
 
 Parameters:
 
 divisor - value by which this is divided.
 
 Throws:
 
 NullPointerException - if divisor == null.
 
 ArithmeticException - if divisor == 0.
 - modInverse
```
public BigInteger modInverse(BigInteger m)
```
 Returns a BigInteger whose value is 1/this mod m. The modulus m must be positive. The result is guaranteed to be in the interval [0, m) (0 inclusive, m exclusive). If this is not relatively prime to m, then an exception is thrown.
 
 Parameters:
 
 m - the modulus.
 
 Throws:
 
 NullPointerException - if m == null
 
 ArithmeticException - if m < 0 or if this is not relatively prime to m
 - modPow
```
public BigInteger modPow(BigInteger exponent,
 BigInteger modulus)
```
 Returns a BigInteger whose value is pow(this, exponent) mod modulus. The modulus must be positive. The result is guaranteed to be in the interval [0, modulus). If the exponent is negative, then pow(this.modInverse(modulus), -exponent) mod modulus is computed. The inverse of this only exists if this is relatively prime to the modulus, otherwise an exception is thrown.
 
 Throws:
 
 NullPointerException - if modulus == null or exponent == null.
 
 ArithmeticException - if modulus < 0 or if exponent < 0 and not relatively prime to modulus.
 - mod
```
public BigInteger mod(BigInteger m)
```
 Returns a BigInteger whose value is this mod m. The modulus m must be positive. The result is guaranteed to be in the interval [0, m) (0 inclusive, m exclusive). The behavior of this function is not equivalent to the behavior of the % operator defined for the built-in int's.
 
 Parameters:
 
 m - the modulus.
 
 Returns:
 
 this mod m.
 
 Throws:
 
 NullPointerException - if m == null.
 
 ArithmeticException - if m < 0.
 - isProbablePrime
```
public boolean isProbablePrime(int certainty)
```
 Tests whether this BigInteger is probably prime. If true is returned, then this is prime with a probability greater than 1 - 1/2certainty). If false is returned, then this is definitely composite. If the argument certainty <= 0, then this method returns true.
 
 Parameters:
 
 certainty - tolerated primality uncertainty.
 
 Returns:
 
 true, if this is probably prime, false otherwise.
 - nextProbablePrime
```
public BigInteger nextProbablePrime()
```
 Returns the smallest integer x > this which is probably prime as a BigInteger instance. The probability that the returned BigInteger is prime is greater than 1 - 1/2100.
 
 Returns:
 
 smallest integer > this which is probably prime.
 
 Throws:
 
 ArithmeticException - if this < 0.
 - probablePrime
```
public static BigInteger probablePrime(int bitLength,
 Random random)
```
 Returns a random positive BigInteger instance in the range [0, pow(2, bitLength)-1] which is probably prime. The probability that the returned BigInteger is prime is greater than 1 - 1/2100).
 
 Parameters:
 
 bitLength - length of the new BigInteger in bits.
 
 Returns:
 
 probably prime random BigInteger instance.
 
 Throws:
 
 IllegalArgumentException - if bitLength < 2.

Class BigInteger

Fast Cryptography

Slow Two's Complement Bitwise Operations

Field Summary

Constructor Summary

Method Summary

Methods inherited from class java.lang.Number

Methods inherited from class java.lang.Object

Field Detail

ZERO

ONE

TEN

Constructor Detail

BigInteger

BigInteger

BigInteger

BigInteger

BigInteger

BigInteger

Method Detail

valueOf

toByteArray

abs

negate

add

subtract

signum

shiftRight

shiftLeft

bitLength

testBit

setBit

clearBit

flipBit

getLowestSetBit

bitCount

not

and

or

xor

andNot

intValue

longValue

floatValue

doubleValue

compareTo

min

max

hashCode

equals

toString

toString

gcd

multiply

pow

divideAndRemainder

divide

remainder

modInverse

modPow

mod

isProbablePrime

nextProbablePrime

probablePrime