Meant:
http://codespeak.net/svn/pypy/dist/pypy/module/__builtin__/app_complex.py
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Schüle Daniel wrote:
> thank you
> I will have to take a closer look on __new__
>
> Regards, Daniel
The pypy implementation of the complex builtin may give you some
clues.
I found it helpful.
http://codespeak.net/svn/pypy/dist/pypy/lib/cmath.py
Art
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thank you
I will have to take a closer look on __new__
Regards, Daniel
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Schüle Daniel wrote:
...
> btw I like how Ruby handles the creation of complex numbers
>
> c = Complex(1,1)
> p = Complex.polar(1,45.0/360*2*PI)
class Complex(complex):
@classmethod
def polar(class_, radius, angle):
return class_(radius * cos(angle), radius * sin(angle))
--Sco
Scott David Daniels wrote:
> Schüle Daniel wrote:
>> ...
And, of course, I reply with a cutto-pasto (pre-success code).
> ...
> Which will produce instances of Complex, or:
> class Complex(complex):
> def __new__(class_, x, y=0.0, polar=False):
> if polar:
>
Schüle Daniel wrote:
> I am trying to customize the handling of complex numbers
> what I am missing is a builtin possibility to create
> complex numbers in polar coordinates I wrote...:
> >>> def polar(r,arg):
> ... re, im = r*cos(arg), r*sin(arg)
> ... return re + im*1j
> then I tried
what do you think of this design?
>>> def polar(x,y=None):
... if type(x) in (list,tuple) and len(x) == 2 and y is None:
... return complex(x[0]*cos(x[1]), x[0]*sin(x[1]))
... if type(x) is complex and y is None:
... return (abs(x), atan2(x.imag,x.real))
... if
Hello
I am trying to customize the handling of complex numbers
what I am missing is a builtin possibility to create
complex numbers in polar coordinates
so first I wrote a standalone function
>>> def polar(r,arg):
... re, im = r*cos(arg), r*sin(arg)
... return re + im*1j
then I tried t
