Conversation
Notices
-
Embed this notice
augustus pugin 🌖 (augustus@shitposter.club)'s status on Sunday, 21-Jan-2024 03:43:27 JST augustus pugin 🌖 > In 1967, he published "How long is the coast of Britain? Statistical self-similarity and fractional dimension", showing that a coastline's length varies with the scale of the measuring instrument, resembles itself at all scales, and is infinite in length for an infinitesimally small measuring device.[88] - Sexy Moon likes this.
-
Embed this notice
augustus pugin 🌖 (augustus@shitposter.club)'s status on Sunday, 21-Jan-2024 03:44:02 JST augustus pugin 🌖 Zeno of Elea always has the last laugh -
Embed this notice
augustus pugin 🌖 (augustus@shitposter.club)'s status on Sunday, 21-Jan-2024 03:50:52 JST augustus pugin 🌖 as above so below on-lain ✔ᵛᵉʳᶦᶠᶦᵉᵈ likes this. -
Embed this notice
augustus pugin 🌖 (augustus@shitposter.club)'s status on Sunday, 21-Jan-2024 04:00:28 JST augustus pugin 🌖 >Fractals are non-differentiable and have infinite perimeter -
Embed this notice
sampo (sampo@pleroma.soykaf.com)'s status on Sunday, 21-Jan-2024 04:05:24 JST sampo @augustus >I swear the borders are still infinitely long!
Britbong copeaugustus pugin 🌖 likes this. -
Embed this notice
augustus pugin 🌖 (augustus@shitposter.club)'s status on Sunday, 21-Jan-2024 04:06:02 JST augustus pugin 🌖 @sampo it's impossible to police our borders because they're infinitely long if you zoom in forever on-lain ✔ᵛᵉʳᶦᶠᶦᵉᵈ likes this. -
Embed this notice
Martti (mar77i@gleasonator.com)'s status on Sunday, 21-Jan-2024 04:15:26 JST Martti @augustus There is, however, a strong distinction between the connected and disconnected "inside shape", both in julia sets and in mandelbrot sets at different start values. For Julia sets, the difference is actually determined by whether the start value is inside the mandelbrot set or not. augustus pugin 🌖 likes this. -
Embed this notice
御園はくい (hakui@tuusin.misono-ya.info)'s status on Sunday, 21-Jan-2024 18:47:42 JST 御園はくい @augustus >divides by zero
>gets infinity
wow what a discoveryaugustus pugin 🌖 likes this.