Thanks
But I could find for Win64 bit windows
Second question: Did you mean that I have to put lens limits of those
number???
Пятница, 21 декабря 2012, 15:45 UTC от Pauli Virtanen :
>Hi,
>
>Your code tries to to evaluate
>
>z = 1263309.3633394379 + 101064.74910119522j
>jv(536, z)
Hi,
Your code tries to to evaluate
z = 1263309.3633394379 + 101064.74910119522j
jv(536, z)
# -> (inf+inf*j)
In reality, this number is not infinite, but
jv(536, z) == -2.3955170861527422e+43888 + 9.6910119847300024e+43887
These numbers (~ 10^43888) are too large for the floatin
I think you advised about the code which is the same appearance.
==
Problem is not here Sir
I will give you exactly what I was talking about. I have ready codes already(It
would be kind of you if you checked the following
Received from Pauli Virtanen on Fri, Dec 21, 2012 at 08:59:02AM EST:
> Dag Sverre Seljebotn astro.uio.no> writes:
> [clip]
> > Do you have an implemention of the Bessel functions that work as you
> > wish in C or Fortran? If so, that could be wrapped and called from Python.
>
> For spherical Bes
Dag Sverre Seljebotn astro.uio.no> writes:
[clip]
> Do you have an implemention of the Bessel functions that work as you
> wish in C or Fortran? If so, that could be wrapped and called from Python.
For spherical Bessel functions it's possible to also use the relation
to Bessel functions, which h
On 12/21/2012 02:30 PM, Happyman wrote:
> I have everything in C or Fortran...According to my friends
> recommendations I started learning Python for my research...
>
> Do you mean the functions which gave Nan result has not been developed
> properly yet in Python, Don't you
The way most of Nu
I have everything in C or Fortran...According to my friends recommendations I
started learning Python for my research...
Do you mean the functions which gave Nan result has not been developed properly
yet in Python, Don't you
For about 1.5 months I have been facing the same problem for Bes
Happyman mail.ru> writes:
> Thanks Pauli But I have already very shortly built for bessel
> function, but the code you gave me is in Fortran.. I also used
> f2py but I could not manage to read fortran codes..that is why
> I have asked in Python what is wrong??
That Fortran code is `sph_jn`, whic
Thanks Pauli
But I have already very shortly built for bessel function, but the code you
gave me is in Fortran.. I also used f2py but I could not manage to read fortran
codes..that is why I have asked in Python what is wrong??
Пятница, 21 декабря 2012, 12:46 UTC от Pauli Virtanen :
>Happyman
Happyman mail.ru> writes:
[clip]
> IF I GIVE ( it is necessary value for my program ):
> a , b = sph_jn ( 536 , 2513.2741228718346 + 201.0619298974676j )
The implementation of the spherical Bessel functions is through
this Fortran code:
https://github.com/scipy/scipy/blob/master/scipy/special/s
DEAR PYTHON USERS
DO MATHEMATICAL FUNCTIONS HAVE LIMITATION IN PYTHON in comparison with other
programming languages
I have two mathematical functions:
from scipy.special import sph_jn, sph_jnyn
1) sph_jn (n, z) ---> n is float, z is complex number for example: a,b=sph_jn
( 2.0 , 5+0
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