Canonical Geometric Programs: Confluent Dual-Surface Semantics for Operator-Witness Fabrics
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Abstract
A program need not be identified with either its textual source or its graphical representation. We define a canonical geometric program semantics in which presentation geometry is quotiented away, interface topology is algebraically derived, and heterogeneous editing surfaces commute through a specified normal form. Five theorems proved; 25-vector conformance suite with byte-identical deterministic evidence.
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View paper (DOI)Open access versionOpenAlexZenodo (CERN European Organization for Nuclear Research)Published 2026-09-09
Authors: Devon A. Generally
Institutions: Metacomp Technologies (United States)