Extreme Value Analysis for Multivariate Functions

[zolabar]

As far as I understand is the extreme value analysis in https://gamma.sympy.org/
is restricted to scalar functions (from R to R).

What do you think about an extension of SymPy Gamma to multivariate functions ( at least from R^2 to R) as in the IexFinder project?

The IexFinder project is now indexed in Zenodo and can be referred to as

Zoufiné Lauer-Baré. (2021). IexFinder: Interactive Symbolic Calculation of Extreme Values (v1.0.1). Zenodo. https://doi.org/10.5281/zenodo.5707406

The IexFinder web application, powered by Binder and Voila can be tested directly with the link

https://mybinder.org/v2/gh/zolabar/IexFinder/main?urlpath=voila%2Frender%2F/IexFinder_voila.ipynb

The exFinder project is now listed in the Voila Gallery, as the fisrt SymPy project listed there

https://voila-gallery.org/

I think that SymPy Gamma has a great further potential (also compared to commercial CAS's) when going up the dimensions in calculus and in visualization!