Complex class
A complex number of the form a + b*i.
- Implemented types
- Available Extensions
- Annotations
-
- @immutable
Constructors
- Complex(num a, [num b = 0])
-
Creates a complex number from a real part a and an imaginary part b.
const
- Complex.fromCartesian(num a, num b)
-
Creates a complex number from cartesian coordinates
aandb.constfactory - Complex.fromImaginary(num b)
-
Creates a complex number from an imaginary number
b.factory - Complex.fromPolar(num radius, num phase)
-
Creates a complex number from polar coordinates
radiusandphase.factory - Complex.fromReal(num a)
-
Creates a complex number from a real number
a.factory
Properties
- a → num
-
Returns the real part of the number.
final
- b → num
-
Returns the imaginary part of the number.
final
- hashCode → int
-
The hash code for this object.
no setteroverride
- imaginary → num
-
Alternative way to access the imaginary part of the number.
no setter
- isFinite → bool
-
Tests if this complex number is finite.
no setter
- isInfinite → bool
-
Tests if this complex number is infinite.
no setter
- isNaN → bool
-
Tests if this complex number is not defined.
no setter
- real → num
-
Alternative way to access the real part of the number.
no setter
- runtimeType → Type
-
A representation of the runtime type of the object.
no setterinherited
- sign → Complex
-
Returns the closest point on the unit circle.
no setter
Methods
-
abs(
) → double - Returns the radius of this complex value in polar coordinates, also called the magnitude of the complex number.
-
acos(
) → Complex - Computes the arc-cosine of this complex number.
-
acosh(
) → Complex - Computes the hyperbolic arc-cosine of this complex number.
-
arg(
) → double - Returns the phase of the value in polar coordinates.
-
asin(
) → Complex - Computes the arc-sine of this complex number.
-
asinh(
) → Complex - Computes the hyperbolic arc-sine of this complex number.
-
atan(
) → Complex - Computes the arc-tangent of this complex number.
-
atanh(
) → Complex - Computes the hyperbolic arc-tangent of this complex number.
-
ceil(
) → Complex - Ceils the values of this complex number to integers.
-
closeTo(
Complex other, num epsilon) → bool -
Tests if this object is close to another object.
override
-
conjugate(
) → Complex - Returns the conjugate form of this number.
-
cos(
) → Complex - Computes the cosine of this complex number.
-
cosh(
) → Complex - Computes the hyperbolic cosine of this complex number.
-
exp(
) → Complex - Computes the exponential function of this complex number.
-
floor(
) → Complex - Floors the values of this complex number to integers.
-
log(
) → Complex - Computes the natural logarithm of this complex number.
-
norm(
) → num - Returns the squared magnitude.
-
noSuchMethod(
Invocation invocation) → dynamic -
Invoked when a nonexistent method or property is accessed.
inherited
-
pow(
Object exponent) → Complex -
Computes the power of this complex number raised to
exponent. -
reciprocal(
) → Complex - Returns the multiplicative inverse of this complex value.
-
roots(
int n) → List< Complex> - Computes the n-th roots of this complex number.
-
round(
) → Complex - Rounds the values of this complex number to integers.
-
sin(
) → Complex - Computes the sine of this complex number.
-
sinh(
) → Complex - Computes the hyperbolic sine of this complex number.
-
sqrt(
) → Complex - Computes the square root of this complex number.
-
square(
) → Complex - Computes the square of this complex number.
-
tan(
) → Complex - Computes the tangent of this complex number.
-
tanh(
) → Complex - Computes the hyperbolic tangent of this complex number.
-
toString(
) → String -
A string representation of this object.
override
-
truncate(
) → Complex - Truncates the values of this complex number to integers.
Operators
-
operator *(
Object other) → Complex -
Returns the multiplication of this complex value and
other. -
operator +(
Object other) → Complex -
Returns the sum of this complex value and
other. -
operator -(
Object other) → Complex -
Returns the difference of this complex value and
other. -
operator /(
Object other) → Complex -
Returns the division of this complex value and
other. -
operator ==(
Object other) → bool -
The equality operator.
override
-
operator unary-(
) → Complex - Returns the negated form of this number.
Static Methods
Constants
- i → const Complex
-
The imaginary number, that is
i. - infinity → const Complex
- The complex number with both real and imaginary part to be double.infinity.
- nan → const Complex
- The complex number with both real and imaginary part to be double.nan.
- one → const Complex
-
The neutral multiplicative element, that is
1. - zero → const Complex
-
The neutral additive element, that is
0.