Tideman Algorithm !!link!! 🆒

Let’s visualize this with a concrete election involving four candidates: .

Imagine a tournament. Candidate A beats B by 52% to 48% (a narrow win). Candidate C beats A by 80% to 20% (a landslide). Tideman argues that the landslide should have more weight in determining the winner than the squeaker. tideman algorithm

The Tideman algorithm, also known as , is a sophisticated ranked-choice voting system designed to solve the "spoiler effect" common in simpler systems. Developed by economist Nicolaus Tideman in 1987, it is celebrated for being "Condorcet consistent"—meaning it always elects the candidate who would win every head-to-head matchup, if such a candidate exists. Why We Need It: The Condorcet Paradox Let’s visualize this with a concrete election involving

When adding edge ( x \to y ):

In the case of a tie in margins, standard tie-breaking procedures (often based on the raw number of votes or a pre-determined tie-breaking rule) are applied. Candidate C beats A by 80% to 20% (a landslide)