0I — What is inside this blog (preview)
- Primer. The two-lane number
x := (m,a)and collapsephi((m,a)) = m; clamp-first, rapidity-space composition, and bands. - Model. Buses, ports, ISA-like ops, memory-mapped knobs, and lane policies for reproducible runs.
- Instant convincer. Calculator-only smoke tests, tiny vectors, and
U/Worder-invariance checks. - Worked examples. Cross-domain snippets and an operations playbook for dashboards, schedulers, and QA.
- Economics. Threshold math for “publish 3–5 KPI lanes, band, stamp, compare before/after.”
- Readiness. A deployment checklist and minimal conformance gates.
0J — One-minute elevator summary
SSMH adds a universal, bounded confidence lane to the numbers you already compute. It is safe, tiny, and deterministic: add the lane read-only for instant visibility and smoother operations; later, compile to hardware for speed. Same math, same knobs, same answers—classical results via phi((m,a)) = m, plus an alignment you can see, band, log, and audit.
Navigation
Back: Shunyaya Symbolic Mathematical Hardware – Audience & Guardrails (0G, 0H)
Next: Shunyaya Symbolic Mathematical Hardware – Two-Lane Fundamentals (1.1-1.3)
Directory of Pages
SSMH – Table of Contents
SHUNYAYA 