#Matplotlib

x>0 breaks the symmetry of the eigenvalues distribution. Made with #python, #matplotlib and #numpy.

Another one! Made with #python #numpy #matplotlib and #marimo (and also #wigglystuff)

Finally found something that lists all the @matplotlib image feature (names) I always forget. 👇😬 #matplotlib #python #coding #PhdLife #AcademicChatter Source:

Eigenvalues of random matrices Made with #python #numpy #matplotlib and #marimo

A simulation of the dielectric breakdown model described in Fractal Dimension of Dielectric Breakdown L. Niemeyer, L. Pietronero, and H. J. Wiesmann Phys. Rev. Lett. 52, 1033 – Published 19 March 1984 Made with #python, #numpy and #matplotlib.

Made with #python #numpy #matplotlib and #marimo (and also #wigglystuff)

Roots of parametric polynomials animation. Made with #python, #matplotlib, #numpy and #sympy.

Another one! "My God, it's full of .....eigenvalues!" Made with #python #mlx #matplotlib #marimo

Eigenvalues of 10_000_000 3x3 random matrices. #rmt

This one is my favorite. Roots of parametric polynomials animation. Made with #python, #matplotlib, #numpy and #sympy.

Made with #python #numpy #matplotlib and #wigglystuff #builtWithMarimo

Made with #python, #matplotlib and #numpy.

Particle Lenia experiment. Made with #python, #matplotlib, and #MLX.

My chaotic attractor. Made with #python #numpy #matplotlib and #marimo (and also #wigglystuff)

Eigenvalues repulsion in action. Made with #python #numpy #matplotlib

From mazes to bacteria like structures, the Gray-Scott reaction-diffusion model reveals how small tweaks to diffusion rates (Du, Dv) and reaction parameters (F, k) produce different emergent morphologies. Mathematical beauty in action! Made with #python #matplotlib #mlx

The two blobs show the eigenvalues of a 2×2 matrix. At every frame, I apply small random perturbations to the matrix entries and compute eigenvalues, this builds the blobs. A real parameter t drives the animation. Made with #python #numpy #matplotlib

Partial sums of geometric series. Made with #Python #NumPy #Matplotlib inside a #marimo notebook.

Each blob is an eigenvalue. At every frame, I apply small random perturbations and compute eigenvalues each time, this builds the blobs. A real parameter t drives the animation. Thanks to @reidatcheson for making me think about pseudospectra. Made with #python #numpy #matplotlib

Polynomial roots. Made with #python, #matplotlib and #numpy.

Roots of parametric polynomials animation. Made with #python, #matplotlib, #numpy and #sympy.