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Simone Conradi

@S_Conradi • 11,711 subscribers

Theoretical Physics Ph.D., Computer Science Teacher. Author of “Intelligenza Artificiale” Zanichelli 2022. I draw using mathematics and Python.

Shorts

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

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

262,259 просмотров

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

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

37,604 просмотров

"I used to feel guilty in Cambridge that I spent all day playing games, while I was supposed to be doing mathematics. Then I realized that playing games is math." John H. Conway Made with #python #numpy #matplotlib

"I used to feel guilty in Cambridge that I spent all day playing games, while I was supposed to be doing mathematics. Then I realized that playing games is math." John H. Conway Made with #python #numpy #matplotlib

25,130 просмотров

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.

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.

21,869 просмотров

A little preview of embedding my polynomial roots #mathart into 3D. Made with #python #apple #MLX and #pyGFX

A little preview of embedding my polynomial roots #mathart into 3D. Made with #python #apple #MLX and #pyGFX

12,985 просмотров

3D embedding of my polynomial roots #mathart. Made with #python #apple #MLX and #pyGFX. Original 2d version below 👇

3D embedding of my polynomial roots #mathart. Made with #python #apple #MLX and #pyGFX. Original 2d version below 👇

10,819 просмотров

Videos

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A stunning visualization born from a collaboration with @manlius.bsky.social: 55,486 galaxies and 29,555 streamlines tracing how matter flows across our local universe, built on data from the CosmicFlows-4 project. Article in the first reply 👇

A stunning visualization born from a collaboration with @manlius.bsky.social: 55,486 galaxies and 29,555 streamlines tracing how matter flows across our local universe, built on data from the CosmicFlows-4 project. Article in the first reply 👇

27,926 просмотров • 1 месяц назад

The Bak-Sneppen model: species in a circle, each with random fitness. Replace the weakest species (and its neighbors) with new random values. Cascading evolutionary avalanches emerge, showing self-organized criticality from simple rules. Made with #python #numpy #matplotlib

The Bak-Sneppen model: species in a circle, each with random fitness. Replace the weakest species (and its neighbors) with new random values. Cascading evolutionary avalanches emerge, showing self-organized criticality from simple rules. Made with #python #numpy #matplotlib

75,109 просмотров • 7 месяцев назад

Sound on 🔊 A flythrough of our local Universe: 55,486 galaxies and 29,555 streamlines tracing the cosmic velocity field reconstructed from Cosmicflows-4 data. Laniakea, our basin of attraction, in red. Made with #python #pygfx

Sound on 🔊 A flythrough of our local Universe: 55,486 galaxies and 29,555 streamlines tracing the cosmic velocity field reconstructed from Cosmicflows-4 data. Laniakea, our basin of attraction, in red. Made with #python #pygfx

15,546 просмотров • 1 месяц назад

Genuary day 2: twelve principles of animation (at least one or two). Particle Lenia simulation. Made with #python #MLX #matplotlib #genuary #genuary2 #genuary2026

Genuary day 2: twelve principles of animation (at least one or two). Particle Lenia simulation. Made with #python #MLX #matplotlib #genuary #genuary2 #genuary2026

50,347 просмотров • 5 месяцев назад

A nice 3D attractor. Made with #python #numpy #pygfx

A nice 3D attractor. Made with #python #numpy #pygfx

61,783 просмотров • 6 месяцев назад

Lorenz attractor. The most famous chaotic attractor in history, discovered by Edward Lorenz in 1963. Made with #python #numpy #pygfx

Lorenz attractor. The most famous chaotic attractor in history, discovered by Edward Lorenz in 1963. Made with #python #numpy #pygfx

51,440 просмотров • 6 месяцев назад

1E6 particles. Made with #python #numpy #pygfx

1E6 particles. Made with #python #numpy #pygfx

14,417 просмотров • 6 месяцев назад

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