▲ | crazygringo 6 days ago | ||||||||||||||||||||||
That works for smooth vector lines, like the border of Colorado, but not for rivers. The thalweg of a river is the same as a coastline -- it has the same fractal nature to it. The more you zoom in, the more it wiggles back and forth. So yes, the length of the border is dominated by the length of the river, but that's just repeating the question, precisely because the thalweg is a physical thing, not a geometric delineation. | |||||||||||||||||||||||
▲ | throwup238 6 days ago | parent [-] | ||||||||||||||||||||||
You’re thinking of a hydrological thalweg. In international law (w.r.t. borders) thalwegs are not dependent on coastlines but on navigable channels with a finite precision. The boundary monuments are often kilometers apart which creates a straight line regardless of the shifting coastline (which is a much bigger problem than the coastline paradox, since rivers can change on a dime). | |||||||||||||||||||||||
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