What question did this study set out to answer?

The aim is to resolve Buniakovsky’s Conjecture using deterministic geometric frameworks rather than probabilistic assumptions.

July 11, 2026Open Access

Deterministic Geometric Proof of Buniakovsky's Conjecture via Seonggil Field Equations and Non-Commutative Torsion Tensors

View Full Paper

Ask AI

Bookmark

The aim is to resolve Buniakovsky’s Conjecture using deterministic geometric frameworks rather than probabilistic assumptions.
Introduced a deterministic geometric framework based on Rough Operator Algebra and Seonggil Theory of Composite Torsion.
Established the Topological Pressure Tensor through a discrete path integral.
Exploit the Null Space Non-Absorption Principle to analyze the primorial behavior.
Proved that the Topological Pressure Tensor is monotonically increasing and crosses the threshold C_SMT ≈ 1.686077.
Derived the intrinsic algebraic gravitation factor d^2 x^(2d−2) in relation to prime distribution.
Implemented a variable warp stride in the V87 Rough Operator Engine, enhancing topological teleportation.

No takes yet. Share an insight, caveat, or question.

A deterministic geometric framework proves Buniakovsky’s Conjecture, suggesting a new understanding of prime distributions.

Lee Seonggil (2026) studied this question.

View Full Paper

Ask AI

Bookmark