Tactical voting: Difference between revisions

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imported>James Green-Armytage
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There are different types of tactical voting:
There are different types of tactical voting:


'''Compromising''' (sometimes '''favorite-burying''' or '''useful vote''') is a type of tactical voting in which a voter insincerely ranks an alternative higher in the hope of getting it elected. For example, in the [[first-past-the-post election system|first-past-the-post]] election, a voter may vote for an option they perceive as having a greater chance of winning over an option they prefer (e.g., a [[left-wing politics|left-wing]] voter voting for a popular [[moderate]] candidate over an unpopular leftist candidate). [[Duverger's law]] suggests that, for this reason, first-past-the-post election systems will lead to [[two party system]]s in most cases.
'''Compromising''' (sometimes '''favorite-burying''' or '''useful vote''') is a type of tactical voting in which a voter insincerely ranks an alternative higher in the hope of getting it elected. For example, in the [[first-past-the-post election system|first-past-the-post]] election, a voter may vote for an option they perceive as having a greater chance of winning over an option they prefer (e.g., a left-wing voter voting for a popular moderate candidate over an unpopular leftist candidate). [[Duverger's law]] suggests that, for this reason, first-past-the-post election systems will lead to [[two party system]]s in most cases.


''Compromising-compression'' is a compromising strategy that involves insincerely giving two candidates an equal ranking.
'''Compromising-compression''' is a compromising strategy that involves insincerely giving two candidates an equal ranking.
''Compromising-reversal'' is a compromising strategy that involves insincerely reversing the order of two candidates on the ballot.
'''Compromising-reversal''' is a compromising strategy that involves insincerely reversing the order of two candidates on the ballot.


'''Burying''' is a type of strategic voting in which a voter insincerely ranks an alternative lower in the hopes of defeating it. For example, in the [[Borda count]], a voter may insincerely rank a perceived strong alternative last in order to help their preferred alternative beat it. A real-world analogy would be voters of one party crossing over to vote in the other party's [[primary election|primary]] against the candidate they think might beat the candidate of their party.
'''Burying''' is a type of strategic voting in which a voter insincerely ranks an alternative lower in the hopes of defeating it. For example, in the [[Borda count]], a voter may insincerely rank a perceived strong alternative last in order to help their preferred alternative beat it. A real-world analogy would be voters of one party crossing over to vote in the other party's [[primary election|primary]] against the candidate they think might beat the candidate of their party.


''Burying-compression'' is a burying strategy that involves insincerely giving two candidates an equal ranking (or truncating, which generally amounts to the same thing).
'''Burying-compression''' is a burying strategy that involves insincerely giving two candidates an equal ranking (or truncating, which generally amounts to the same thing).
''Burying-reversal'' is a burying strategy that involves insincerely reversing the order of two candidates on the ballot.
'''Burying-reversal''' is a burying strategy that involves insincerely reversing the order of two candidates on the ballot.


'''Push-over''' is a type of strategic voting that is only useful in methods that violate monotonicity. It may involve a voter ranking an alternative lower in the hope of getting it elected, or ranking an alternative higher in the hope of defeating it. Also known as a '''paradoxical''' strategy.
'''Push-over''' is a type of strategic voting that is only useful in methods that violate monotonicity. It may involve a voter ranking an alternative lower in the hope of getting it elected, or ranking an alternative higher in the hope of defeating it. Also known as a '''paradoxical''' strategy.