Martin-Quinn scores

E602784

Martin-Quinn scores are a widely used statistical measure that estimates the ideological positions of U.S. Supreme Court justices over time based on their voting behavior.

All labels observed (1)

Label Occurrences
Martin-Quinn scores canonical 1

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Statements (49)

Predicate Object
instanceOf ideal point estimate ⓘ
judicial ideology measure ⓘ
statistical model ⓘ
time-series cross-sectional model ⓘ
appliesTo U.S. Supreme Court justices ⓘ
associatedWith UC Berkeley ⓘ
University of Michigan ⓘ
assumes cases can be ordered along an ideological dimension ⓘ
justices have stable preferences within short periods ⓘ
basedOn Supreme Court voting behavior ⓘ
case outcomes ⓘ
captures changes in justice ideology over time ⓘ
coversPeriod U.S. Supreme Court terms from 1953 onward ⓘ
dataSource Supreme Court Database ⓘ
developedBy Andrew D. Martin ⓘ
Kevin M. Quinn ⓘ
documentedIn “Dynamic Ideal Point Estimation via Markov Chain Monte Carlo for the U.S. Supreme Court, 1953–1999” ⓘ
estimates ideological positions of justices ⓘ
latent policy preferences ⓘ
excludes many unanimous decisions ⓘ
firstPublishedIn early 2000s ⓘ
focusesOn merits decisions ⓘ
hasDimension one-dimensional ideological scale ⓘ
hasOrientation liberal-conservative ⓘ
hasWebsite https://mqscores.lsa.umich.edu/ ⓘ
inputData case issue areas ⓘ
votes in non-unanimous cases ⓘ
interpretedAs higher values more conservative ⓘ
lower values more liberal ⓘ
output posterior mean ideal points ⓘ
posterior uncertainty intervals ⓘ
publishedIn Political Analysis ⓘ
relatedTo Judicial Common Space scores ⓘ
Segal-Cover scores ⓘ
ideal point models ⓘ
scaleCentering Court median in a reference term ⓘ
unitOfAnalysis justice-term ⓘ
updated periodically ⓘ
usedBy journalists ⓘ
legal scholars ⓘ
political scientists ⓘ
usedFor comparing ideological positions across terms ⓘ
measuring Court polarization ⓘ
quantitative analysis of the Supreme Court ⓘ
studying judicial behavior ⓘ
tracking ideological drift of justices ⓘ
usesMethod Bayesian item response theory ⓘ
Markov chain Monte Carlo ⓘ
variesOver time ⓘ

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Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Andrew D. Martin → notableWork → Martin-Quinn scores ⓘ