Triangulation leads back to Docklands.

Can you do a triangulation on it?

This process is naturally called triangulation, usually we use the existing vertices as the polygon when performing triangulation.

It's the only way to avoid signal triangulation.

It'll beam a signal that we can trace by triangulation.

Instead the only place to add edges is here and here, giving the only possible triangulation.

Using triangulation or tessolation, what is the minimum number of triangles you can use to represent this hexagon?

You may recall from the triangulation exercises that a polygon with some number of points generates points minus 2 triangles.

The laser adds texture to the scene, and by triangulation using the same method I showed you, it can recover depth.

But it's not trivial, as corresponding points must be identified. Once you have found corresponding points then we can draw on triangulation.

Such as in the case of the Kinect, which is a triangulation based device, or you have this inaudible which essentially measures, distances by.

Triangulation is a particular form of tessellation. Here's the same pentagon tessellated in a fairly arbitrary way, with new vertices added inside the pentagon and connected together.

And you enclose that with something that also is central to its appearance, which is a mesh of triangulated structures again, in a long connection evocative of some of those works of Buckminster Fuller, and the way in which triangulation can increase performance and also give that building its sense of identity.