Ultrametric Distance Skill

Status: ✅ Production Ready Trit: -1 (MINUS - validator/constrainer) Principle: d(x,z) ≤ max(d(x,y), d(y,z)) — Strong Triangle Inequality

Overview

Ultrametric Distance provides non-Archimedean distance functions where the strong triangle inequality holds. Essential for:

1. Hierarchical clustering: Natural tree structures emerge
2. p-adic analysis: Number-theoretic computations
3. Phylogenetic trees: Evolution distance metrics
4. Version control: Commit ancestry distances

Core Property