The Ternary Completeness Theorem shows functional completeness of ternary logic, emphasizing its diverse applications in computational science.
ternary structure {−1,0,+1} occupies a special position in computational science, appearing in diverse contexts ranging from synaptic states in neurobiology (inhibition, resting, excitation) to ternary logic in digital circuits [2].2
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TCS Research (2026) studied this question.
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