A comparison of ternary and binary CNTFET circuits shows that ternary arithmetic requires far more than 1.58 times the transistors of binary, so binary remains the practical radix.
New dynamic ternary minimum and maximum circuits with reduced switching activity and without any additional voltage sources
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Ternary circuits: why R=3 is not the Optimal Radix for Computation
A comparison of ternary and binary CNTFET circuits shows that ternary arithmetic requires far more than 1.58 times the transistors of binary, so binary remains the practical radix.