Voting preference cycle
A beats B, B beats C, and C beats A?
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Do these preferences form a strict cycle?
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How it works & assumptions
Compare each pair using the three voter groups’ full rankings. A>B votes=gA+gC, B>C votes=gA+gB, C>A votes=gB+gC.
Three fictional options and strict complete rankings. A Condorcet winner must beat every other option strictly; ties are shown explicitly.
References: An Optimal Single-Winner Preferential Voting System Based on Game Theory (2010)
This is an ideal mathematical model, not a measurement or a forecast.