Jack Le - 4 months ago 15

Python Question

I'm pretty sure this has been asked many times but I'm still not sure how to implement the multiple constructors in Python. I know that in python, I can only have one constructor unlike in java or C# or C++. I'm still pretty new to it. Long story short, I need to implement a line object. The line will be represented by the function y = ax + b. So the only things I need to store in the line are a, b and a boolean for the special case where the line is vertical (a = infinity). In that case, a will store the x position of the line. To create a line, I have 3 ways. 1 is to directly put in a, b and the boolean. 2 is to put in 2 points in form of tuples. 3 is to put in a point and a vector. My code so far:

`class line:`

def __init__(self, a, b, noSlope):

self.a = a

self.b = b

self.noSlope = noSlope

def lineFromPoints(point1, point2):

deltaX = point2[0] - point1[0]

deltaY = point2[1] - point1[1]

if deltaX == 0:

return line(point1[0], 0, True)

else:

a = deltaY / deltaX

b = point1[1] - a * point1[0]

return line(a, b, False)

def lineFromVector(vector, point):

if vector[0] == 0:

return line(point1[0], 0, True)

else:

a = vector[1] / vector[0]

b = point1[1] - a * point1[0]

return line(a, b, False)

Not sure if there's a better way to do this

Answer

**UPDATE:**

The more pythonic way of doing multiple constructors is with `@classmethod`

, as suggested by Jim. Raymond Hettinger did a talk on Python's class development toolkit at Pycon 2013, where he talked about multiple constructors using `@classmethod`

.

```
class Line:
def __init__(self, a, b, noSlope):
self.a = a
self.b = b
self.noSlope = noSlope
@classmethod
def fromPoints(cls, point1, point2):
deltaX = point2[0] - point1[0]
deltaY = point2[1] - point1[1]
if deltaX == 0:
return cls(point1[0], 0, True)
else:
a = deltaY / deltaX
b = point1[1] - a * point1[0]
return cls(a, b, False)
@classmethod
def fromVector(cls, vector, point):
if vector[0] == 0:
return cls(point1[0], 0, True)
else:
a = vector[1] / vector[0]
b = point1[1] - a * point1[0]
return cls(a, b, False)
line = Line.fromPoints((0,0), (1,1))
```

Similar to `self`

, the `cls`

parameter for the `@classmethod`

functions is implicitly passed as the calling class (in the example above, it would be `Line`

). This is used to accommodate future subclasses using the additional constructors; it removes potential bugs from accidentally bypassing a subclass's implementation of a constructor by hard coding the base class in place of `cls`

.

**ORIGINAL POST:**

If you want to enforce the use of your constructors, you can make them static methods, and have them return an instance of your class.

```
class line:
def __init__(self, a, b, noSlope):
self.a = a
self.b = b
self.noSlope = noSlope
@staticmethod
def lineFromPoints(point1, point2):
deltaX = point2[0] - point1[0]
deltaY = point2[1] - point1[1]
if deltaX == 0:
return line(point1[0], 0, True)
else:
a = deltaY / deltaX
b = point1[1] - a * point1[0]
return line(a, b, False)
@staticmethod
def lineFromVector(vector, point):
if vector[0] == 0:
return line(point1[0], 0, True)
else:
a = vector[1] / vector[0]
b = point1[1] - a * point1[0]
return line(a, b, False)
# Create instance of class
myLine = line.lineFromPoints((0,0), (1,1))
```

EDIT:

If you want to force use of your constructors over the use of `Line.__init__`

, you can use the following factory to hide direct instantiation of the Line class:

```
class LineFactory:
class Line:
def __init__(self, a, b, noSlope):
self.a = a
self.b = b
self.noSlope = noSlope
@staticmethod
def fromPoints(point1, point2):
deltaX = point2[0] - point1[0]
deltaY = point2[1] - point1[1]
if deltaX == 0:
return LineFactory.Line(point1[0], 0, True)
else:
a = deltaY / deltaX
b = point1[1] - a * point1[0]
return LineFactory.Line(a, b, False)
@staticmethod
def fromVector(vector, point):
if vector[0] == 0:
return LineFactory.Line(point1[0], 0, True)
else:
a = vector[1] / vector[0]
b = point1[1] - a * point1[0]
return LineFactory.Line(a, b, False)
# Create line
line = LineFactory.fromPoints((0,0), (1,1))
```