Kirandeep's Law of Emergence E = ΔI / A
Abstract
Kirandeep's Law of Emergence — v3.0.0 E = ΔI / A "Everything flows to whatever resolves uncertainty fastest with least action." The Three Pillars Pillar 1: The Law — E = ΔI / A — Grounded in Landauer and Bekenstein Pillar 2: The Constant — μ = 34 (exact) — Two independent derivations converge Pillar 3: The Pi Test — 2,275 years, 4/4 transitions, zero exceptions The μ = 34 Proof Physical derivation: log₁₀(E_planck / E_human) = 33.98 Mathematical derivation: π³ + (21/22)π = 34.005 Difference: 0.08% — Two independent paths, no free parameters, same answer. The Pi Test Polygons → Series: 80× E ratio ✅ Human → Computer: 1,500× E ratio ✅ Early → Modern chips: 26,000× E ratio ✅ Supercomputer → Desktop: 7,000× E ratio ✅ Bellard on a desktop beat supercomputers. E wins, not resources. What's New in v3.0.0 μ = 34 proven exact Stripped to three pillars Six files only Author Kirandeep Kaur | January 29, 2026 | kiran@oxfordprioritymortgage.com
Fields of Study & Subjects
Complex Systems and Dynamics
Advanced Mathematical Theories and Applications
Computability
Logic
AI Algorithms
Publication details
- Journal / source
- Zenodo (CERN European Organization for Nuclear Research)
- Publication date
- 29 January 2026