@cliffordheath@mastodon.social
Post #2324829
2026-04-15 23:50 UTC
@divbyzero@mathstodon.xyz What I find most exciting about this math discovery is that any calculation converted into this form will have a single simplest (canonical) representation which will be findable with lexical subsitutions. So it can simplify any expression to its simplest form. Every expression is canonically identified by an even-numbered sequence of binary digits. 1=1, 0=E(). This gives every possible calculation exactly one number which identifies it.
Replies (1)
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@cliffordheath@mastodon.social 2026-04-15 23:54
@divbyzero@mathstodon.xyz And if you use breadth-first traversal it's also possible to recognise common subexpressions, I think