Optimizes theorem-proof navigation using Friedman's B operator for resource-aware evaluation in Julia.
The Bidirectional Navigator is a specialized skill for formal methods and mathematical computing that implements a high-performance graph index structure. It enables O(1) lookups between theorems and proofs while strictly enforcing non-backtracking constraints via Friedman's B operator. Designed for Linear Homotopy Type Theory (LHoTT) environments, it ensures that proofs are treated as linear resources—consumed exactly once—making it an essential tool for automated reasoning, proof discovery, and managing massive mathematical catalogs efficiently.
