Library "MathComplexOperator"
A set of utility functions to handle complex numbers.
conjugate(complex_number) Computes the conjugate of complex_number by reversing the sign of the imaginary part.
Parameters:
add(complex_number_a, complex_number_b) Adds complex number complex_number_b to complex_number_a, in the form:
.
Parameters:
subtract(complex_number_a, complex_number_b) Subtract complex_number_b from complex_number_a, in the form:
.
Parameters:
multiply(complex_number_a, complex_number_b) Multiply complex_number_a with complex_number_b, in the form:
Parameters:
divide(complex_number_a, complex_number_b) Divide complex_number _a with _b, in the form:
Parameters:
reciprocal(complex_number) Computes the reciprocal or inverse of complex_number.
Parameters:
negative(complex_number) Negative of complex_number, in the form:
Parameters:
inverse(complex_number) Inverse of complex_number, in the form:
Parameters:
exponential(complex_number) Exponential of complex_number.
Parameters:
ceil(complex_number, digits) Ceils complex_number.
Parameters:
radius(complex_number) Radius(magnitude) of complex_number, in the form:
This is defined as its distance from the origin (0,0) of the complex plane.
Parameters:
magnitude(complex_number) magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
magnitude_squared(complex_number) magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
sign(complex_number) Unity of complex numbers.
Parameters:
A set of utility functions to handle complex numbers.
conjugate(complex_number) Computes the conjugate of complex_number by reversing the sign of the imaginary part.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
add(complex_number_a, complex_number_b) Adds complex number complex_number_b to complex_number_a, in the form:
.
Parameters:
- complex_number_a: pseudo complex number in the form of a array .
- complex_number_b: pseudo complex number in the form of a array .
subtract(complex_number_a, complex_number_b) Subtract complex_number_b from complex_number_a, in the form:
.
Parameters:
- complex_number_a: float array, pseudo complex number in the form of a array .
- complex_number_b: float array, pseudo complex number in the form of a array .
multiply(complex_number_a, complex_number_b) Multiply complex_number_a with complex_number_b, in the form:
Parameters:
- complex_number_a: float array, pseudo complex number in the form of a array .
- complex_number_b: float array, pseudo complex number in the form of a array .
divide(complex_number_a, complex_number_b) Divide complex_number _a with _b, in the form:
Parameters:
- complex_number_a: float array, pseudo complex number in the form of a array .
- complex_number_b: float array, pseudo complex number in the form of a array .
reciprocal(complex_number) Computes the reciprocal or inverse of complex_number.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
negative(complex_number) Negative of complex_number, in the form:
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
inverse(complex_number) Inverse of complex_number, in the form:
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
exponential(complex_number) Exponential of complex_number.
Parameters:
- complex_number: pseudo complex number in the form of a array .
ceil(complex_number, digits) Ceils complex_number.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
- digits: int, digits to use as ceiling.
radius(complex_number) Radius(magnitude) of complex_number, in the form:
This is defined as its distance from the origin (0,0) of the complex plane.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
magnitude(complex_number) magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
magnitude_squared(complex_number) magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
sign(complex_number) Unity of complex numbers.
Parameters:
- complex_number: float array, pseudo complex number in the form of a array .
Versionsinformation:
v2 update to type and method.
Updated:
conjugate(this)
Computes the conjugate of complex number by reversing the sign of the imaginary part.
Parameters:
this: complex.
Returns: Complex.
add(this, other)
Adds complex number other to this, in the form:
.
Parameters:
this: pseudo complex number in the form of a array .
other: pseudo complex number in the form of a array .
Returns: complex
subtract(this, other)
Subtract other from this, in the form:
.
Parameters:
this: complex.
other: complex.
Returns: complex
multiply(this, other)
Multiply this with other, in the form:
Parameters:
this: complex.
other: complex.
Returns: complex
divide(this, other)
Divide complex_number _a with _b, in the form:
Parameters:
this: complex.
other: complex.
Returns: complex
reciprocal(this)
Computes the reciprocal or inverse of complex_number.
Parameters:
this
Returns: complex
negative(this)
Negative of complex_number, in the form:
Parameters:
this
Returns: complex
inverse(this)
Inverse of complex_number, in the form:
Parameters:
this
Returns: complex
exponential(this)
Exponential of complex_number.
Parameters:
this
Returns: complex
ceil(this, digits)
Ceils complex_number.
Parameters:
this
digits: int, digits to use as ceiling.
Returns: _complex: pseudo complex number in the form of a array
radius(this)
Radius(magnitude) of complex_number, in the form:
This is defined as its distance from the origin (0,0) of the complex plane.
Parameters:
this
Returns: float value with radius.
magnitude(this)
magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
this
Returns: float.
magnitude_squared(this)
magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
this
Returns: float.
sign(this)
Unity of complex numbers.
Parameters:
this
Returns: float array, complex number.
Updated:
conjugate(this)
Computes the conjugate of complex number by reversing the sign of the imaginary part.
Parameters:
this: complex.
Returns: Complex.
add(this, other)
Adds complex number other to this, in the form:
.
Parameters:
this: pseudo complex number in the form of a array .
other: pseudo complex number in the form of a array .
Returns: complex
subtract(this, other)
Subtract other from this, in the form:
.
Parameters:
this: complex.
other: complex.
Returns: complex
multiply(this, other)
Multiply this with other, in the form:
Parameters:
this: complex.
other: complex.
Returns: complex
divide(this, other)
Divide complex_number _a with _b, in the form:
Parameters:
this: complex.
other: complex.
Returns: complex
reciprocal(this)
Computes the reciprocal or inverse of complex_number.
Parameters:
this
Returns: complex
negative(this)
Negative of complex_number, in the form:
Parameters:
this
Returns: complex
inverse(this)
Inverse of complex_number, in the form:
Parameters:
this
Returns: complex
exponential(this)
Exponential of complex_number.
Parameters:
this
Returns: complex
ceil(this, digits)
Ceils complex_number.
Parameters:
this
digits: int, digits to use as ceiling.
Returns: _complex: pseudo complex number in the form of a array
radius(this)
Radius(magnitude) of complex_number, in the form:
This is defined as its distance from the origin (0,0) of the complex plane.
Parameters:
this
Returns: float value with radius.
magnitude(this)
magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
this
Returns: float.
magnitude_squared(this)
magnitude(absolute value) of complex_number, should be the same as the radius.
Parameters:
this
Returns: float.
sign(this)
Unity of complex numbers.
Parameters:
this
Returns: float array, complex number.
Versionsinformation:
v3 minor update.