Causal Fermion Systems and Super Information Theory: A Four-Lens Comparison of Effective Equations, Relational Architecture, and Public Genealogy

This paper compares Causal Fermion Systems and Super Information Theory at mathematical, functional, narrative, and chronological levels. It identifies a controlled but nondiscriminating shared effective equation class, tests a typed cross-framework map, and reconstructs a public genealogy from Micah Blumberg's 2017 Neural Lace work through later CFS relational formulations and the current Super Information Theory revision. The result includes a bounded Micah-earlier finding on a cross-domain distributed-representation and feedback architecture while preserving earlier CFS and named physics precedents for their own mathematical machinery. Temporal nonlocality and coherence are resolved as partial architectural relations without a shared microscopic kernel or invariant. The paper makes no access, copying, influence, or misconduct claim.