Frequently Asked Questions

What is Perspective Cosmology?

A speculative mathematical framework that asks: What is the minimum mathematical structure required for observation to exist? It claims the answer forces the Standard Model of particle physics, general relativity, 3+1 spacetime dimensions, and specific values of fundamental constants. It was built by an amateur researcher with AI assistance. It has not been peer-reviewed.

What does it claim?

(1) Consistent observation requires division algebras — four special number systems with dimensions 1, 2, 4, 8 — and this is a proven theorem, not a choice. (2) A selection principle called the Consistent Completeness Principle (CCP) forces two integers: crystal dimension n_c = 11 and defect dimension n_d = 4. (3) From those two integers alone, the framework derives the gauge group of the Standard Model, quantum mechanics, Einstein's equations, three generations of fermions, and 63+ physical constants including the fine structure constant to 0.27 parts per million.

Is this real physics?

Maybe. The framework's own adversarial review (a three-critic Red Team) estimates a 25–40% probability that this captures genuine physics. A Monte Carlo test showed the building blocks are not statistically special at percent-level precision. Most numerical matches were found after knowing the measured values. But 9 blind predictions (made before checking measurements) succeeded, with a combined P-value of ~2.5 × 10^-7. We genuinely do not know if this is an elaborate coincidence or a real insight.

Who made this?

Christopher M Morin — an amateur with an applied mathematics background, no physics PhD, and no university affiliation. The work uses AI assistance (Claude, Anthropic) extensively across 370+ sessions. The AI-assisted methodology, including hallucination defense and verification infrastructure, is documented in detail.

What are division algebras, and why do they matter?

Division algebras are number systems where you can always divide (no two nonzero elements multiply to give zero). The Frobenius-Hurwitz theorem (1877/1898) proves that exactly four exist over the real numbers: the reals (dimension 1), complex numbers (2), quaternions (4), and octonions (8). The framework claims these are the mathematical DNA of physics — spacetime is 4-dimensional because the quaternions are the largest associative division algebra, and the forces of nature arise from the symmetry groups of the others.

What is the CCP?

The Consistent Completeness Principle is the framework's central axiom. It requires that the mathematical structure describing perspectives on a complete object be maximally consistent — the largest structure that avoids contradictions. This replaces a choice (which algebra? which field? which dimension?) with a derivation: CCP forces the complex field F = C, forces crystal dimension n_c = 11, and forces defect dimension n_d = 4. Everything downstream follows from those forced values.

What predictions does it make?

What has this gotten wrong?

14 predictions have been falsified, including 3 formal retractions (a Grassmannian topology error, an SU(3) misidentification, and a dark states prediction). These are documented alongside the successes. We record failures because that is how science works.

How is this different from string theory, loop quantum gravity, or other programs?

Every unification program must choose something: string theory chooses a compactification, LQG chooses how to couple matter, Connes' NCG chooses a spectral triple. The framework's claim is that CCP replaces choice with derivation. Whether that claim holds is unproven.

What would prove this wrong?