Positional voting system
From Wikipedia, the free encyclopedia
A positional voting system is a ranked voting method in which the options receive points based on their position on each ballot, and the option with the most points wins.
Examples of positional voting methods include:
- Plurality voting: First place receives 1 point, all other places receive 0.
- Approval voting: Every approved candidate receives 1 point, all other places receive 0.
- Borda count: Each place receives one point fewer than the next higher place.
- Anti-plurality voting: Last place receives -1 point, all other places receive 0.
Donald G. Saari has published various works that analyze positional voting systems mathematically.