Developer Publishes QH256 Spec, a 256-Bit Information-State Algebra for the K501 Framework

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Patrick R. Miller, writing under the alias Iinkognit0, has published a companion introduction to QH256, a formal information-state algebra developed within his K501 Information Space project, dated August 15, 2026. QH256 uses a 128-cell, 256-bit structure with two evidence bits per cell to represent four distinct informational states: UNKNOWN, FALSE, TRUE, and GUARD. The system is designed to sit within the broader K501 architecture, which emphasizes append-only data accumulation, preservation of historical states, and deterministic state transformation without destructive rewriting. A core design principle is that QH256 represents a derived aggregate state and is explicitly not a substitute for the full canonical history of evidence that produced it. Miller positions QH256 as complementary to, rather than a replacement for, existing frameworks such as Belnap-Dunn semantics and many-valued logics, with the specification published via Zenodo for scholarly dissemination.

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