TRI-STATE+ COMMUNICATION SYMMETRY USING THE ALGEBRAIC APPROACH

This work uses the algebraic approach to show how we communicate when applying quantum mechanics (QM) concept of coherence, proposing tri-state+ in computing (QC). In analogy Einstein’s stimulated emission, explaining thermal radiation bodies communication, this shows that one can use classical Information Theory by Shannon (with two, random logical states only, “0” and “1”, emulating a relay), add coherent third truth value Z, as new process breaks Law Excluded Middle (LEM). Using well-known result topology projection “new hypothesis” here, higher dimensional state embed lower-dimensional state. means any three-valued logic system, breaking LEM, be represented binary obeying LEM. satisfies QC behavior, offering multiple at same time GF(3m), but frees implementation promises allow indeterminacy, such contingency, reference failure, vagueness, majority voting, conditionals, computability, semantic paradoxes, many more, play role synthesis, with much better resolution indeterminate contributions obtain coherence help cybersecurity. We establish link between Shannon’s theories QM, hitherto not reported, it provide model for without relying on external devices (i.e., annealing), or incurring decoherence. By focusing adequate software, could replace emphasis QC, from hardware software.