  The field of Information Theory is founded on Claude Shannon's seminal ideas
relating to entropy. Nevertheless, his well-known avoidance of meaning
(Shannon, 1948) still persists to this day, so that Information Theory remains
poorly connected to many fields with clear informational content and a
dependence on semantics. Herein we propose an extension to Quantum Information
Theory which, subject to constraints, applies quantum entanglement and
information entropy as linguistic tools that model semantics through measures
of both difference and equivalence. This extension integrates Denotational
Semantics with Information Theory via a model based on distributional
representation and partial data triples known as Corolla.
