geodesic

(A geodesic is the line that would be followed by a wave if it were a particle.

Regarding the infobox: a given geodesic path between two points is not necessarily the shortest path between them.

There is a company out of Oregon that did that with geodesic domes (suitable for homes or offices).

Because Lie groups are differentiable, you can defining a geodesic path between two points by minimizing a path integral.

It's a bunch of RVs, yurts, tepees, and geodesic domes set up in a field and organized by consensus.

An extra source of error would be a positive Lyapunov exponent of the geodesic flow.

To obtain greater precision, the geodesic distances should be scaled to meters rather than kilometers.

The game solves the geodesic equation using the instrinsic geometry of the torus in 2D space without reference to any embedding.

There will thus be rounding error in converting the geodesic distances to integers.

As I understand it, Buckminster Fuller designed a geodesic dome to be made from wax coated cardboard.

Distance calculations account for this and geodesic buffer support is on the way.

For example in the 2x2 case, I bet there is no geodesic from I to -I.

There’s a great 99% Invisible podcast episode called “Derelict Dome” that tells the story of a geodesic dome restaurant built in the 1950s.

I can recommend the excellent Geographic lib::Geodesic for this having used it in the past.