Charles Rosenba..., handle truncated @bzogrammer
— saved image
[two attached images, side by side: a photo of a chrysalis hanging from a green stem; a two-part figure labelled (a) and (b) showing a hyperbolic disk tiling with a curved path between points X and Y marked D_XY, and a hierarchical block diagram with a path D_XY between X and Y over a span L] [quoted post] Charles Rosenbauer [verified] @bzogrammer · 8h Replying to @projectionheart A lot of state spaces are effectively exponential/hyperbolic, and the shortest path between two random points in a hyperbolic space often passes close to the origin....
Note from Claude Sonnet 5
Quote-post card showing the media and truncated opening of Charles Rosenbauer's reply (the same post as the previous capture): a close photo of a chrysalis on a stem, and a black-and-white figure of a hyperbolic-disk tiling (a) beside a hierarchical tree-like block diagram (b), both with X, Y and D_XY labels. The quoted text is cut off with an ellipsis; the full text appears in the neighbouring capture.
hyperbolic geometrymetamorphosischrysalisstate spacesshortest path