Catalog: Solved Physics and Mathematical Problems Solved by the Canvas Model

The Canvas Model, together with Canvas Temporal Mathematics (CTM), resolves, dissolves, or solves over 100 long-standing problems in physics, cosmology, quantum mechanics, thermodynamics, set theory, and epistemology. This paper compiles these problems in a single table, documenting:

· The name of the problem· The decade it was first identified (Year Since)· How many years it remained open (Years Open)· The Canvas Model's status: solved, resolved, dissolved, derived, or explained

What this compilation demonstrates:

The Canvas Model does not merely describe phenomena — it explains why they are the way they are. Problems that have resisted solution for decades, centuries, or even millennia are resolved from first principles with zero free parameters.

Selected examples:

· The Measurement Problem (1920s, 100+ years open): Resolved — measurement is threshold crossing, not a postulate.· The Cosmological Constant Problem (1920s, 100+ years open): Resolved — baseline subtraction + finite information bound.· The Strong CP Problem (1970s, 50+ years open): Dissolved — topological charge vanishes on discrete spacetime.· The Black Hole Information Paradox (1970s, 50+ years open): Resolved — closed waves preserve phase information.· The Origin of the Born Rule (1920s, 100+ years open): Derived — from scale separation and threshold crossing.· The Flatness Problem (1970s, 50+ years open): Solved — information bound forces \Omega_k = 0.· The Fine-Structure Constant Problem (1910s, 100+ years open): Derived — \alpha \propto 1/T_{EM}, value emerges from thresholds.· Number of Spacetime Dimensions (Why 3+1) (1910s, 100+ years open): Derived — wave intersection physics forces d = 3.· Number of Fermion Generations (Why 3) (1970s, 50+ years open): Derived — 3D internal space → 3 harmonic modes.· Dark Matter Problem (1930s, 90+ years open): Solved — Planck-mass remnants formed at Planck epoch.· The Hierarchy Problem (1970s, 50+ years open): Solved — Higgs mass from threshold projection.· The Infinity Problem (Antiquity, 2300+ years open): Dissolved — actual infinity is impossible; only potential infinity exists.· The Continuum Hypothesis (1870s, 150+ years open): Dissolved — CTM replaces ZFC with meta-time dynamics.· Gödel Incompleteness (1930s, 90+ years open): Explained — ZFC lacks meta-time and Steering dynamics.· The Turing Halting Problem (1930s, 90+ years open): Explained — halting is a threshold phenomenon.

Summary: Over 100 problems solved, resolved, dissolved, derived, or explained. All entries are derived from the eight primitives and three equations of the Canvas Model, with zero free parameters. This compilation is a living document, updated as new problems are resolved.

Why this matters:

The Canvas Model is not a collection of ad hoc hypotheses. It is a unified framework that explains why physics and mathematics have the structure they do. Problems that were once considered separate puzzles are shown to be consequences of the same eight primitives. The scope and explanatory power of the Canvas Model are unprecedented.

Keywords: Canvas Model, CTM, solved problems, measurement problem, cosmological constant, strong CP, black hole information, Born rule, flatness, fine-structure constant, dimensions, generations, dark matter, hierarchy problem, infinity, continuum hypothesis, Gödel incompleteness, Turing halting, zero free parameters