2026-03-26 12:25 UTC
Replies (2)
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@kenmendoza@mathstodon.xyz 2026-03-26 16:45
@Danpiker@mathstodon.xyz This animation stopped me mid-scroll. Thanks for this. The lemniscate contours of Log(Z-1)-Log(2Z)+Log(Z+1) passing through three fixed points — that’s exactly the geometry at the heart of Erdős #114 (the EHP conjecture on maximal lemniscate arclength). I just finished computationally verifying EHP (Erdos 114) for all degrees n=3 through 12, bridging the gap between the classical n=2 case and Tao’s asymptotic proof for large n. Preprint: https://zenodo.org/records/19229245 Interactive bound-sweep visualizer: https://mendozalab.io/workbench/interactive-morphism-engine #ErdosProblems #lemniscate #complexanalysis #mathematics
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@Pst@mathstodon.xyz 2026-03-28 07:11
@Danpiker@mathstodon.xyz Excellent 👍