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

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

FromThe Last Theory


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

FromThe Last Theory

ratings:
Length:
10 minutes
Released:
Sep 29, 2022
Format:
Podcast episode

Description

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.Kootenay Village Ventures Inc.
Released:
Sep 29, 2022
Format:
Podcast episode

Titles in the series (59)

The Last Theory is an easy-to-follow exploration of what might be the last theory of physics. In 2020, Stephen Wolfram launched the Wolfram Physics Project to find the elusive fundamental theory that explains everything. On The Last Theory podcast, I investigate the implications of Wolfram's ideas and dig into the details of how his universe works. Join me for fresh insights into Wolfram Physics every other week.