READER BOUNDARY
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I. Foundations of Mathematics & Logic (1–30)
- Generalized Riemann Hypothesis (all automorphic L-functions).
- Completion of the Langlands Program.
- Exotic ℝ⁴ full smooth classification.
- Smooth 4D Poincaré Conjecture.
- Universal Jacobian Conjecture resolution.
- Large cardinal hierarchy structural extension.
- Unified axiomatic classification of quantum field theories.
- Complete machine-verifiable formalization of mathematics.
- Semantic–syntactic unification of mathematical truth.
- Higher category theory complete foundation.
- Stable homotopy groups structural completion.
- Cohomotopy of spheres classification.
- Motive theory completion.
- Modular tensor category global classification.
- Non-commutative geometry unified theory.
- Derived algebraic geometry unification.
- Universal moduli space characterization.
- Geometric flow long-term classification.
- Formal independence taxonomy of undecidable statements.
- Unified proof-theoretic ordinal hierarchy.
- Infinite-dimensional algebra classification.
- Structural theory of automorphic representations.
- Universal duality principle framework.
- Global measure-theoretic unification.
- Algebraic number field structural synthesis.
- Geometric group theory grand synthesis.
- Spectral geometry inverse classification.
- Tensor category universal axiomatization.
- Structural foundations of probabilistic logic.
- Mathematical theory of abstraction and structure formation.