Unary, binary, ternary, k-ary hyperedges in Wolfram Physics

Here are answers to some fundamental questions about hypergraphs:

A hyperedge can connect any number of nodes: one, two, three, four, seventeen or any other number.

And a hypergraph can include any of these different kinds of hyperedge, or all of them.

Let’s take a look at what this means for Wolfram Physics... and at some of the beautiful hypergraphs it allows us to generate!

I release The Last Theory as a video too! Watch here.

The full article is here.

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