A fully constructive and unified proof of the Twin Prime Conjecture
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Updated
Jun 16, 2025 - TeX
A fully constructive and unified proof of the Twin Prime Conjecture
Operator-theoretic proof of the Twin Prime Conjecture via Sobolev spaces (Lean 4)
every prime >3 lies on one of two explicit irrational straight lines of slope κ = log₂(3¹²/2¹⁹) in the covering space of ℝ²/(12ℤ×6ℤ). Twin primes are simultaneous integer points on both lines. Irrationality implies infinite recurrence. A live browser implementation is provided. The pattern has been verified to N>10⁸ and holds
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