Value Members

1.  final def !=(arg0: Any): Boolean

   Definition Classes

   AnyRef → Any

2.  def !=~(c: Complex): Boolean

   Return whether two complex numbers are not nearly equal.

   Return whether two complex numbers are not nearly equal.

   c

   compare this with c

3.  final def ##(): Int

   Definition Classes

   AnyRef → Any

4.  def *(c: Complex): Complex

   Multiply two complex numbers.

   Multiply two complex numbers.

   c

   multiply 'this' times c

5.  def +(c: Complex): Complex

   Add two complex numbers.

   Add two complex numbers.

   c

   add complex c to this

6.  def -(c: Complex): Complex

   Subtract two complex numbers.

   Subtract two complex numbers.

   c

   subtract c from this

7.  def /(c: Complex): Complex

   Divide two complex numbers.

   Divide two complex numbers.

   c

   divide this by c

8.  def <(that: Complex): Boolean

   Definition Classes

   Ordered

9.  def <=(that: Complex): Boolean

   Definition Classes

   Ordered

10.  final def ==(arg0: Any): Boolean

    Definition Classes

    AnyRef → Any

11.  def =~(c: Complex): Boolean

    Return whether two complex numbers are nearly equal.

    Return whether two complex numbers are nearly equal.

    c

    compare this with c

12.  def >(that: Complex): Boolean

    Definition Classes

    Ordered

13.  def >=(that: Complex): Boolean

    Definition Classes

    Ordered

14.  def abs: Complex

    Return the absolute value of 'this' complex number.

15.  def abs(x: Complex): Complex

    Definition Classes

    Numeric

16.  def angle: Double

    Return the angle of the complex number as a vector in the 're'-'im' plane.

17.  final def asInstanceOf[T0]: T0

    Definition Classes

    Any

18.  def bar: Complex

    Return the complex conjugate: if z = (a + bi) then z.bar = (a - bi).

19.  def clone(): AnyRef

    Attributes

    protected[java.lang]

    Definition Classes

    AnyRef

    Annotations

    @native() @throws( ... )

20.  def compare(d: Complex): Int

    Compare 'this' complex number with that complex number 'd'.

    Compare 'this' complex number with that complex number 'd'.

    d

    that complex number

    Definition Classes

    Complex → Ordered

21.  def compare(c: Complex, d: Complex): Int

    Compare two complex numbers (negative for <, zero for ==, positive for >).

    Compare two complex numbers (negative for <, zero for ==, positive for >).

    c

    the first complex number to compare

    d

    the second complex number to compare

    Definition Classes

    Complex → Ordering → Comparator

22.  def compareTo(that: Complex): Int

    Definition Classes

    Ordered → Comparable

23.  def div(c: Complex, d: Complex): Complex

    Definition Classes

    Complex → Fractional

24.  final def eq(arg0: AnyRef): Boolean

    Definition Classes

    AnyRef

25.  def equals(c: Any): Boolean

    Override equals to determine whether 'this' complex number equals complex 'c'.

    Override equals to determine whether 'this' complex number equals complex 'c'.

    c

    the complex number to compare with this

    Definition Classes

    Complex → Equals → Comparator → AnyRef → Any

26.  def equiv(x: Complex, y: Complex): Boolean

    Definition Classes

    Ordering → PartialOrdering → Equiv

27.  def finalize(): Unit

    Attributes

    protected[java.lang]

    Definition Classes

    AnyRef

    Annotations

    @throws( classOf[java.lang.Throwable] )

28.  def fromInt(n: Int): Complex

    Create a complex number from an Int.

    Create a complex number from an Int.

    n

    the integer used to create the complex number

    Definition Classes

    Complex → Numeric

29.  def fromLong(n: Long): Complex

    Create a complex number from a Long.

    Create a complex number from a Long.

    n

    the long used to create the complex number

30.  final def getClass(): Class[_]

    Definition Classes

    AnyRef → Any

    Annotations

    @native()

31.  def gt(x: Complex, y: Complex): Boolean

    Definition Classes

    Ordering → PartialOrdering

32.  def gteq(x: Complex, y: Complex): Boolean

    Definition Classes

    Ordering → PartialOrdering

33.  def hashCode(): Int

    Must also override hashCode to be be compatible with equals.

    Must also override hashCode to be be compatible with equals.

    Definition Classes

    Complex → AnyRef → Any

34.  val im: Double
35.  def in(set: Set[Complex]): Boolean

    Determine whether 'this' is in the given set.

36.  def in(lim: (Complex, Complex)): Boolean

    Determine whether 'this' is within the given bounds

    Determine whether 'this' is within the given bounds

    lim

    the given (lower, upper) bounds

37.  def isIm: Boolean

    Determine whether 'this' complex number is purely imaginary (no real part).

38.  def isInfinity: Boolean

    Determine whether 'this' number "is Infinite".

39.  final def isInstanceOf[T0]: Boolean

    Definition Classes

    Any

40.  def isNaN: Boolean

    Determine whether 'this' number "is Not a Number".

41.  def isRe: Boolean

    Determine whether 'this' complex number is real (no imaginary part).

42.  def lt(x: Complex, y: Complex): Boolean

    Definition Classes

    Ordering → PartialOrdering

43.  def lteq(x: Complex, y: Complex): Boolean

    Definition Classes

    Ordering → PartialOrdering

44.  def max(c: Complex): Complex

    Return the maximum of 'this' and 'c' complex numbers.

    Return the maximum of 'this' and 'c' complex numbers.

    c

    that complex number to compare with this

45.  def max(x: Complex, y: Complex): Complex

    Definition Classes

    Ordering

46.  def min(c: Complex): Complex

    Return the minimum of 'this' and 'c' complex numbers.

    Return the minimum of 'this' and 'c' complex numbers.

    c

    that complex number to compare with this

47.  def min(x: Complex, y: Complex): Complex

    Definition Classes

    Ordering

48.  def minus(c: Complex, d: Complex): Complex

    Definition Classes

    Complex → Numeric

49.  implicit def mkNumericOps(lhs: Complex): FractionalOps

    Definition Classes

    Fractional → Numeric

50.  implicit def mkOrderingOps(lhs: Complex): Complex.Ops

    Definition Classes

    Ordering

51.  final def ne(arg0: AnyRef): Boolean

    Definition Classes

    AnyRef

52.  def near_eq(c: Complex, d: Complex): Boolean
53.  def negate(c: Complex): Complex

    Definition Classes

    Complex → Numeric

54.  def not_in(set: Set[Complex]): Boolean

    Determine whether 'this' is not in the given set.

55.  def not_in(lim: (Complex, Complex)): Boolean

    Determine whether 'this' is not within the given bounds

    Determine whether 'this' is not within the given bounds

    lim

    the given (lower, upper) bounds

56.  final def notify(): Unit

    Definition Classes

    AnyRef

    Annotations

    @native()

57.  final def notifyAll(): Unit

    Definition Classes

    AnyRef

    Annotations

    @native()

58.  def on[U](f: (U) ⇒ Complex): Ordering[U]

    Definition Classes

    Ordering

59.  def one: Complex

    Definition Classes

    Numeric

60.  def plus(c: Complex, d: Complex): Complex

    Definition Classes

    Complex → Numeric

61.  def polar: (Double, Double)

    Return the complex number in polar coordinates (radius, angle).

62.  def pow(c: Complex, r: Double): Complex
63.  def radius: Double

    Return the radius of the complex number as a vector in the 're'-'im' plane.

64.  val re: Double
65.  def reverse: Ordering[Complex]

    Definition Classes

    Ordering → PartialOrdering

66.  def reversed(): Comparator[Complex]

    Definition Classes

    Comparator

67.  def setFormat(newFormat: String): Unit

    Set the format to the 'newFormat'.

    Set the format to the 'newFormat'.

    newFormat

    the new format String

68.  def signum(x: Complex): Int

    Definition Classes

    Numeric

69.  final def synchronized[T0](arg0: ⇒ T0): T0

    Definition Classes

    AnyRef

70.  def thenComparing[U <: Comparable[_ >: U]](arg0: Function[_ >: Complex, _ <: U]): Comparator[Complex]

    Definition Classes

    Comparator

71.  def thenComparing[U](arg0: Function[_ >: Complex, _ <: U], arg1: Comparator[_ >: U]): Comparator[Complex]

    Definition Classes

    Comparator

72.  def thenComparing(arg0: Comparator[_ >: Complex]): Comparator[Complex]

    Definition Classes

    Comparator

73.  def thenComparingDouble(arg0: ToDoubleFunction[_ >: Complex]): Comparator[Complex]

    Definition Classes

    Comparator

74.  def thenComparingInt(arg0: ToIntFunction[_ >: Complex]): Comparator[Complex]

    Definition Classes

    Comparator

75.  def thenComparingLong(arg0: ToLongFunction[_ >: Complex]): Comparator[Complex]

    Definition Classes

    Comparator

76.  def times(c: Complex, d: Complex): Complex

    Definition Classes

    Complex → Numeric

77.  def toComplex: Complex
78.  def toComplex(c: Complex): Complex

    Convert 'this' complex number to a Complex.

    Convert 'this' complex number to a Complex.

    c

    that complex number to convert

79.  def toDouble: Double
80.  def toDouble(c: Complex): Double

    Convert 'this' complex number to a Double.

    Convert 'this' complex number to a Double.

    c

    that complex number to convert

    Definition Classes

    Complex → Numeric

81.  def toFloat: Float
82.  def toFloat(c: Complex): Float

    Convert 'this' complex number to a Float.

    Convert 'this' complex number to a Float.

    c

    that complex number to convert

    Definition Classes

    Complex → Numeric

83.  def toInt: Int
84.  def toInt(c: Complex): Int

    Convert 'this' complex number to an Int.

    Convert 'this' complex number to an Int.

    c

    that complex number to convert

    Definition Classes

    Complex → Numeric

85.  def toLong: Long
86.  def toLong(c: Complex): Long

    Convert 'this' complex number to a Long.

    Convert 'this' complex number to a Long.

    c

    that complex number to convert

    Definition Classes

    Complex → Numeric

87.  def toString(): String

    Convert 'this' complex number to a String of the form "a+bi".

    Convert 'this' complex number to a String of the form "a+bi".

    Definition Classes

    Complex → AnyRef → Any

88.  def toString2: String

    Convert 'this' complex number to a String of the form "(a, b)".

89.  def tryCompare(x: Complex, y: Complex): Some[Int]

    Definition Classes

    Ordering → PartialOrdering

90.  def unary_-(): Complex

    Compute the unary minus (-).

91.  val val1: Double

    General alias for the parts of a complex number

92.  val val2: Double

    General alias for the parts of a complex number

93.  final def wait(): Unit

    Definition Classes

    AnyRef

    Annotations

    @throws( ... )

94.  final def wait(arg0: Long, arg1: Int): Unit

    Definition Classes

    AnyRef

    Annotations

    @throws( ... )

95.  final def wait(arg0: Long): Unit

    Definition Classes

    AnyRef

    Annotations

    @native() @throws( ... )

96.  def zero: Complex

    Definition Classes

    Numeric

97.  def ~^(r: Double): Complex

    Raise a complex to the 'r'-th power (a double) using polar coordinates.

    Raise a complex to the 'r'-th power (a double) using polar coordinates.

    r

    the power/exponent

98.  def ↑(r: Double): Complex
99.  def ∈(set: Set[Complex]): Boolean
100.  def ∈(lim: (Complex, Complex)): Boolean
101.  def ∉(set: Set[Complex]): Boolean
102.  def ∉(lim: (Complex, Complex)): Boolean
103.  def ≈(c: Complex): Boolean
104.  def ≉(c: Complex): Boolean
105.  def ≠(d: Complex): Boolean

     Compare 'this' complex number with that complex number 'd' for inequality.

     Compare 'this' complex number with that complex number 'd' for inequality.

     d

     that complex number

106.  def ≤(d: Complex): Boolean

     Compare 'this' complex number with that complex number 'd' for less than or equal to.

     Compare 'this' complex number with that complex number 'd' for less than or equal to.

     d

     that complex number

107.  def ≥(d: Complex): Boolean

     Compare 'this' complex number with that complex number 'd' for greater than or equal to.

     Compare 'this' complex number with that complex number 'd' for greater than or equal to.

     d

     that complex number