Paraconsistent Logic
Classical logic assumes the law of excluded middle. The τ-framework derives four truth values (T, F, B, N) from polarity stabilization, yielding a paraconsisten…
In plain language
Classical logic assumes the law of excluded middle. The τ-framework derives four truth values (T, F, B, N) from polarity stabilization, yielding a paraconsisten…
Overview
Classical logic assumes the law of excluded middle. The τ-framework derives four truth values (T, F, B, N) from polarity stabilization, yielding a paraconsistent logic where contradictions don’t explode.
Result Statement
Paraconsistent logic derived: four truth values (T, F, B, N) from polarity stabilization. Classical LEM recovered as a special case. Status: Internally addressed.
Cross-references
Glossary terms
Metaphysics: Truth as register-readout (section-existence)