top | item 45095286 (no title) ndileas | 6 months ago You could say the exact same set of objections to shoreline paradox. discuss order hn newest Jensson|6 months ago But most borders are not defined as "on the shoreline", they are defined using something reliable. ndileas|6 months ago Exactly. The coastline paradox is a mathematical curiousity, not a practical objection to measuring things. Coastlines are not infinite length in practice. You define a system of measurement then a length in that system falcor84|6 months ago What? Neither of those three applies to a shoreline. ndileas|6 months ago Physical shorelines instantiations of a true fractal are always limited. I'd go so far as to say that there is no such real object in the world. load replies (1)
Jensson|6 months ago But most borders are not defined as "on the shoreline", they are defined using something reliable. ndileas|6 months ago Exactly. The coastline paradox is a mathematical curiousity, not a practical objection to measuring things. Coastlines are not infinite length in practice. You define a system of measurement then a length in that system
ndileas|6 months ago Exactly. The coastline paradox is a mathematical curiousity, not a practical objection to measuring things. Coastlines are not infinite length in practice. You define a system of measurement then a length in that system
falcor84|6 months ago What? Neither of those three applies to a shoreline. ndileas|6 months ago Physical shorelines instantiations of a true fractal are always limited. I'd go so far as to say that there is no such real object in the world. load replies (1)
ndileas|6 months ago Physical shorelines instantiations of a true fractal are always limited. I'd go so far as to say that there is no such real object in the world. load replies (1)
Jensson|6 months ago
ndileas|6 months ago
falcor84|6 months ago
ndileas|6 months ago