SUBIT-96: Finite Algebra of Agent–Vector–Phase States

Overview

SUBIT-96 is a finite algebra modeling states of the form WHO × WHERE × WHEN.

• Total elements: |S| = 96
• Binary operation: ⊕
• Neutral element: 0ₛ = (THEY₀, NORTH, WINTER)
• Valence function: V : S → ℤ

This repository includes:

• Formal PDF article: SUBIT-96.pdf
• Component tables and full table CSVs
• Python script to generate the full 96×96 ⊕ table
• Interactive HTML demo for exploration

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Tables

• tables/WHO_table.csv : WHO ⊗ WHO
• tables/WHERE_table.csv : WHERE ⊗ WHERE
• tables/WHEN_table.csv : WHEN ⊗ WHEN
• tables/FULL_TABLE.csv : Complete ⊕ table

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Scripts

• scripts/generate_full_table.py : Generate FULL_TABLE.csv from component tables
• scripts/interactive_demo.html : Web demo of ⊕ operation and valence

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Examples

See docs/examples.md for example computations:

• Maximal creativity: (ME, EAST, SPRING) ⊕ …
• Maximal destruction: (THEY₀, SOUTH, AUTUMN) ⊕ …
• Absolute stability: (THEY₄, NORTH, WINTER) ⊕ …

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License

MIT License