Re: [sympy] Python Versions We Support

This was the quickstart page of a different package unrelated to SymPy, specifically Airflow . On Wed, Dec 14, 2022 at 5:49 PM Aaron Meurer wrote: > Which quickstart page are you referring to? > > We should avoid mentioning

Re: [sympy] Python Versions We Support

Which quickstart page are you referring to? We should avoid mentioning Python versions on too many pages. Python releases every year, and we will basically always support the latest version. But we can't keep up with updating a dozen pages with the latest Python version all the time. IMO the only

[sympy] Re: ChatGPT and SymPy

Just for some additional perspective. I have also tried this on some general chemistry word problems. In general, I see it getting basic one logical step processes correct (e.g. a single step dilution or grams -> moles). Things with multiple steps or requiring understanding the physical

Re: [sympy] Python Versions We Support

Great idea to move into the documentation which Python versions SymPy supports. I recently encountered a package that didn't support 3.11, and that wasn't started on the package's Quick Start page, so it caused me confusion. On Wed, Dec 14, 2022 at 5:28 PM Aaron Meurer wrote: > This is the page

Re: [sympy] Python Versions We Support

This is the page for Python versions we support https://github.com/sympy/sympy/wiki/Python-version-support-policy. The current policy is to support all Python versions that are not end of life (see https://devguide.python.org/versions/#versions), although, I'd like to shorten that list

[sympy] Re: ChatGPT and SymPy

[image: chatgpt.sympy.matrix_diag.png] On Wednesday, December 14, 2022 at 11:26:37 p.m. UTC+1 Francesco Bonazzi wrote: > Not everything is perfect... ChatGPT misses the *convert_to( ... ) *function > in *sympy.physics.units*, furthermore, the given code does not work: > > [image:

[sympy] Re: ChatGPT and SymPy

Not everything is perfect... ChatGPT misses the *convert_to( ... ) *function in *sympy.physics.units*, furthermore, the given code does not work: [image: chatgpt.sympy.unit_conv.png] On Wednesday, December 14, 2022 at 11:24:29 p.m. UTC+1 Francesco Bonazzi wrote: > [image:

[sympy] Re: ChatGPT and SymPy

[image: chatgpt.sympy.logical_inference.png] On Wednesday, December 14, 2022 at 11:23:43 p.m. UTC+1 Francesco Bonazzi wrote: > https://en.wikipedia.org/wiki/ChatGPT > > Some tested examples attached as pictures to this post. Quite impressive... > > -- You received this message because you are

Re: [sympy] Python Versions We Support

Hi Oscar, The sympy wheel is marked py3-none-any, so it installs on any version of Python 3. Regards, Simon -- You received this message because you are subscribed to the Google Groups "sympy" group. To unsubscribe from this group and stop receiving emails from it, send an email to

Re: [sympy] Python Versions We Support

I have used sympy (sympy.physics.mechanics) for the last two weeks with python 3.11, and all seems fine. Of course I do not use the finer points of sympy, just what's needed for sympy.physics.mechanics. On Thu 15. Dec 2022 at 01:50, Oscar Benjamin wrote: > Hi Simon, > > Yes, I think that SymPy

Re: [sympy] Python Versions We Support

Hi Simon, Yes, I think that SymPy 1.11 was released shortly before CPython 3.11. It was tested against 3.11 through all the beta versions etc. I don't immediately have 3.11 to hand. Does pip still install SymPy from PyPI under 3.11? Oscar On Wed, 14 Dec 2022 at 14:39, Simon Cross wrote: > >

[sympy] Technical difficulties while testing

Greeting everyone, I am trying to contribute to sympy but ran into a little hiccup while testing out my fix. I followed all the installation steps and setup everything in Anaconda. I forked and then cloned the repository. I attempted to fix a bug but I'm unable to test/ check if the code runs.

[sympy] Fourier series expansion error?

Hi, I'm trying to find fourier series decomposition of 1/x function on [-3; 3] interval. IMHO, such a decomposition doesn't exist, because the a0 и an doesn't exist (corresponding integrals doesn't converge). But sympy function fourier_series, returns the answer (omitting the a0, an

Re: [sympy] Dataclasses for symbolic computation

On 13/12/2022 22:21, Aaron Meurer wrote: Data classes are a nice syntactic convenience, and it's useful to have them if you are using something like that so you don't have to rewrite all the boilerplate. But I've never really found the "objects representing a tree of expressions" as being the

Re: [sympy] Python Versions We Support

Hi Simon, This is very helpful. Regards, Fumbani On Wednesday, December 14, 2022 at 4:39:29 PM UTC+2 hodg...@gmail.com wrote: > Hi Fumbani, > > If you look at the PyPI page for sympy, you can see the list of > officially supported Python versions > (https://pypi.org/project/sympy/). Currently

Re: [sympy] Python Versions We Support

Hi Fumbani, If you look at the PyPI page for sympy, you can see the list of officially supported Python versions (https://pypi.org/project/sympy/). Currently that list is 3.8, 3.9 and 3.10. The list is generated from sympy's setup.py file:

[sympy] Python Versions We Support

Hi everyone, I would like to update the Wiki page on Python versions that we support. Currently, the page is blank. I was wondering if there's a way, I can get the list of all the Python versions supported by sympy. P.S: My name is Fumbani Banda and I have recently developed an interest in