2 ms·
Unfortunately, the mail thieves declare "outside" to be the volume in conformal space on the side of the boundary definition that contains the point at infinity
by logfromblammo 10y ago
Unfortunately, the mail thieves declare "outside" to be the volume in conformal space on the side of the boundary definition that contains the point at infinity, and "inside" to be the volume that does not, and thus steal the ring.
- mikeash 10y agoThose jerks, they're always one step ahead.
- OscarCunningham 10y agoOf course the point at infinity had been stolen some time ago, and its whereabouts are currently unknown.