Information Topology and the Structure of the Unknown: A Spektre Corpus Integration of Eerola's Framework

This paper integrates the information topology framework of René Eerola (2026) into the Spektre corpus at layer L1. Eerola’s framework partitions the total information space T into known set K, reachable frontier Ur, and irreducible unknown Ui, and introduces the Pool Law, Directed Divergence, the Yield-Collision Matrix, the Multi-Pool Conjecture, and the Epistemological Seal. The paper re-derives these results from the coherence-theoretic foundation of the corpus, maps each Eerola construction onto the fixed point and evaluation operator framework, and derives new results at the intersection. Key finding: format degeneracy (Eerola) is equivalent to the functoriality condition of substrate transformation (Rainio 2026b). Corpus layer: L1.