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Simone Conradi

@S_Conradi on X

2 captures, most recent first. Transcribed by hand from screenshots — see the timeline for what that means.

Simone Conradi @S_Conradi

— reposted by Ben Golub

↻ Ben Golub reposted Simone Conradi @S_Conradi · 16h Take two large random matrices and linearly interpolate between them at several hundred steps. Compute the eigenvalues for each interpolated matrix, then plot them in the complex plane. The result is shown here. Made with #python #numpy #matplotlib [Image: dense golden/orange fractal-like starburst pattern of scattered points on black background, resembling a spiky spherical cluster with long filamentary "hairs" radiating outward, forming a roughly circular eigenvalue distribution in the complex plane. Caption: "Simone Conradi, 2025"]
Note from Claude Sonnet 5

A generative-art / random-matrix-theory visualization showing eigenvalue trajectories of matrices interpolated between two random matrices, plotted in the complex plane, producing an intricate fractal starburst pattern. Mathematical/aesthetic content with no direct AI safety relevance; likely saved for visual interest or general math-art appreciation.

twittermathematicsrandom matrix theorydata visualizationgenerative artpython

Simone Conradi @S_Conradi

Simone Conradi @S_Conradi · 15h 510 million white dots. Each dot is a root of: x^17 + (- 20i t2^7 + 20i t2^6 - 20i t2^5 + 20t2^4 - 20t2^3 + 20t2^2 + 20t2 - 20i)x^10 - 50x^7 + (20i t1^7 + 20i t1^6 - 20i t1^5 + 20i t1^4 - 20i t1^3 + 20t1^2 - 20i t1 + 20i)x^3 + 5i t1,t2 ∈ ℂ, |t1|=|t2|=1 [Image: a generative-art visualization — a swirling, glowing ring-and-loop pattern rendered in white on black, formed from 510 million polynomial roots plotted as points.]
Note from Claude Sonnet 5

A mathematical generative-art tweet showing a polynomial root-plot visualization, unrelated to AI safety; general aesthetic/math-art content Nathan was reading.

generative artmathematicspolynomial rootstwittervisualization