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

Описание к видео 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!

Prefer to listen to the audio? Search for The Last Theory in your podcast player, or listen at https://lasttheory.com/podcast/017-un...

The full article is at https://lasttheory.com/article/unary-...

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