💻🐍 Introduction and call for contributors

Did you know? There is a new kid on the block and its name is "inteq".

@mwt has created an package for solving Volterra and Fredholm integral equations. Originally developed for , you will surely find many applications for this project.

🌟 But now it's your time to shine. @mwt is looking for contributors who know numerical analysis or best practices for python projects.

I have no idea what "inteq" does, but I like and am excited that it's an open project...

@manuel-jf it let's you solve for g(s) in equations like this:

$$f(s) = \int_a^s K(s,y) g(y) dy$$

@mwt
For a generic kernel?
@manuel-jf

@ashwinvis @manuel-jf Yes! It just has to be continuous and K(x,x) != 0 for x>a.

@mwt
Reminds me of Fourier Laplace transforms.
@manuel-jf

@ashwinvis @manuel-jf It's related! If the kernel takes the form K(s,y) = k(s-y) then you can solve with Laplace transforms. It's L(g) = L(f)/L(k).

Thanks

Server run by the main developers of the project It is not focused on any particular niche interest - everyone is welcome as long as you follow our code of conduct!