6 Patents

Quantum–Classical Bridge

Qutrit encoding, projection-constrained operation, inverse recovery, inaccessible ternary operations, and information capacity formalism — the methodology block bridging quantum and classical ternary.

P06615 figs

Qutrit Encoding and Manipulation

Ternary weights mapped to qutrit basis states — quantum hardware running neural inference.

Projection-Constrained Quantum Operations

Binary quantum algorithms running on ternary hardware — through projection constraint.

Inverse Recovery and Quantum State Restoration

Any binary-qubit system can be classified as a constrained projection of the ternary substrate.

Inaccessible Ternary Operations and Quantum Secrecy

Recovering the third state — upgrading binary-qubit systems to full ternary capability.

Information Capacity Formalism for Qutrits

Operations that exist in ternary but cannot be reached from binary — the exclusive capabilities.

Hybrid Quantum-Classical Ternary Protocols

The mathematics of ternary information capacity — formalising what three states can hold.

AU: 2023900139

Filed: 2024

Filed