The Critical Circle: a Topological Cartography of the Critical Line via the Canonical Logarithm

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Abstract

The Critical Circle: a topological cartography of the critical line via the canonical logarithm. Establishes a quintuple convergence of ½ across five independent mechanisms (Theorem 2.1 unconditional; Proposition 3.1 conditional on the functional equation).

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Topics & keywords

Keywords
  • Real line
  • Convergence (economics)
  • Line (geometry)
  • Proposition
  • Critical line
  • Critical point (mathematics)
  • Topology (electrical circuits)
UN Sustainable Development Goals
  • Reduced inequalities
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