visualization

Prime Intellect @PrimeIntellect [no caption text visible] [Top image: an abstract network diagram of white dots connected by many white lines on a dark background, forming a shape that narrows to a point on the left and fans out into a dense wide lattice on the right — resembling a stylized neural network or wave-fan visualization.] [Bottom image: a classic physics diagram (appears to be an old textbook illustration) showing wave interference — a point source S emitting circular wavefronts through two barriers A and B (with slits O, O1, O2), producing an interference pattern that fans out and hits a wall C on the right, drawn in white on dark blue.] 9:10 AM · Sep 17, 2025 · 401.5K Views

Brandon ✓ @brandon_xyzw MLP actually looks terrifyingly large if you get the alpha and color encoding just right [Image: a dense visualization of an MLP's weight connections, rendered as a symmetric diamond/hourglass shape in blue and orange with dense crossing lines suggesting connection density, with partial UI text "L:(4/" and a legend showing "ROW", "DES", "COL", "DES", "VAL"] 10:53 AM · Apr 9, 2025 · 167 Views

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.]