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Note that this paper does not mention balanced ternary and only presents tables, diagrams and results for unbalanced ternary with values 0, 1 and 2.

The Setun computer, mentioned in the introduction, however, used balanced ternary with values -1, 0 and 1. Balanced odd bases consist of digits centered around zero.

Could balanced ternary redeem it's position with logic cirtuits in mind?

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Trits in Setun were ultimately implemented using 2 bits with the state (1,1) going unused.

Using positive and negative voltages to represent balanced ternary requires both positive and negative power supply. They do mention that having additional Vcc is problematic. At least on our 2D chips, but we don't have any high density integration alternative, vacuum tubes are irrelevant.

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