Centrism is a frequently used to to describe political candidates seeking the center of the political spectrum for a locality that they are seeking office. Additionally, some voters consider themselves to be "centrists" if they don't agree with any of the "extremist" candidates in their political sphere. English Wikipedia describes centrism this way: 
In politics, centrism is a political outlook or specific position that involves acceptance or support of a balance of a degree of social equality and a degree of social hierarchy, while opposing political changes which would result in a significant shift of society strongly to either the left or the right.
Rhetoric[edit | edit source]
"Centrist" is frequently used to describe the consensus candidate. This is an ambiguous term, however, because it is also frequently used to refer to the center of a given political spectrum or compass, and these are not necessarily the same concept.
Condorcet winners are centrist by nature, regardless of the preferences of the electorate. ... So choosing the centrist candidate every time is just falling into the fallacy of the middle ground.
But the Condorcet winner is only "centrist" relative to the opinions of the electorate. If we assume a 2D political compass, for instance, and an authoritarian-left political party holds an internal election, the Condorcet winner is not going to be "centrist" relative to the entire compass. They will be "centrist" relative to the party: a good representative of the party's ideology as a whole. If an electorate's political ideology changes over time, the Condorcet winner moves along with them, while always remaining "centrist" relative to them.
Footnotes[edit | edit source]
References[edit | edit source]
- Oliver H. Woshinsky. Explaining Politics: Culture, Institutions, and Political Behavior. Oxon, England; New York, New York, USA: Routledge, 2008. Pp. 141, 161.
- Refer to the Electowiki Point of View (EPOV)
- Pivato, Marcus (2015-08-01). "Condorcet meets Bentham". Journal of Mathematical Economics. 59: 58–65. doi:10.1016/j.jmateco.2015.04.006. ISSN 0304-4068.