mlazaric / chebyshev Goto Github PK

Hello, thanks for making this! I was wondering if it would be possible to create a DOI with the code on Zenodo to make it more easily citable. It would be much appreciated!

Please add an introduction paragraph. It is unclear what is the purpose of this repository 😃

Hi,
do you have reference to the Chebyshev approximation you do?

maybe different approach is to get error for each degree and then do the cutoff

Hello,
i like your programm it works very good for a lot of cases. But it is not working at all with Abs from sympy. Any idea on how to fix this? Below is my simple test. The function that should be approximated is Abs(x). It has an analytical solution with the polynom -x since the domain is from -1 to 0. The approximation is sadly not correct as far as i can see.

#%%
import re
from sympy import exp, ln, sin, cos
from sympy.abc import x
from sympy import Max,Abs

from chebyshev.approximation import get_best_approximation

func = Abs(x)

table_of_contents = []

approximation = get_best_approximation(func, (-1,0), 7, 20)
approximation.plot_approximation(show=True)

# %%

regards,
Martin