Daniil Osipenkov

Protocol Epistemology of Finiteness: Polyadic Algebra, Sheaf Cohomology, Topological Regularization in Hyper-Rete Architecture, and Six Rigorous Extensions (v6.0.0 — analytic β₄>0, holonomic rotation, Leapfrog Triejoin for 2‑simplices, unified penalty bridge)

We present a rigorous mathematical framework for protocol epistemology of finiteness — a synthesis of enriched category theory, Sokolov's polyadic algebra, Munerman's algebraic data-processing models, non-abelian Čech cohomology, and Amari's information geometry with Friston's fr...