object
defines a special method__add__
for addition (+
) or __mul__
for multiplication (*
)https://docs.python.org/3/reference/datamodel.html#special-method-names
Complex
that represents complex numbersrealPart `+` imaginaryPart `* i`
i
is the square root of -1+
and +=
Complex
¶from complexnumber import Complex
Complex
objectsx = Complex(real=2, imaginary=4)
x
y = Complex(real=5, imaginary=-1)
y
+
operator to add the Complex
objects x
and y
Complex
objectx + y
+
does not modify either of its operandsx
y
+=
to add y
to x
and store the result in x
+=
operator modifies its left operandx += y
x
y
# complexnumber.py
"""Complex class with overloaded operators."""
class Complex:
"""Complex class that represents a complex number
with real and imaginary parts."""
def __init__(self, real, imaginary):
"""Initialize Complex class's attributes."""
self.real = real
self.imaginary = imaginary
+
Operator¶__add__
defines how to overload the +
operator def __add__(self, right):
"""Overrides the + operator."""
return Complex(self.real + right.real,
self.imaginary + right.imaginary)
self
) is the left operand right
) is the right operand+=
Augmented Assignment¶__iadd__
to define how +=
adds two Complex
objectsdef __iadd__(self, right):
"""Overrides the += operator."""
self.real += right.real
self.imaginary += right.imaginary
return self
__iadd__
modifies the self
object, which represents the left operand, then returns self
__repr__
¶def __repr__(self):
"""Return string representation for repr()."""
return (f'({self.real} ' +
('+' if self.imaginary >= 0 else '-') +
f' {abs(self.imaginary)}i)')
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