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- James–Stein_estimator abstract "The James–Stein estimator is a biased estimator of the mean of Gaussian random vectors. It can be shown that the James–Stein estimator dominates the \"ordinary\" least squares approach, i.e., it has lower mean squared error on average. It is the best-known example of Stein's phenomenon.An earlier version of the estimator was developed by Charles Stein in 1956,and is sometimes referred to as Stein's estimator. The result was improved by Willard James and Charles Stein in 1961.".
- James–Stein_estimator thumbnail MSE_of_ML_vs_JS.png?width=300.
- James–Stein_estimator wikiPageID "4116806".
- James–Stein_estimator wikiPageLength "12589".
- James–Stein_estimator wikiPageOutDegree "32".
- James–Stein_estimator wikiPageRevisionID "684724902".
- James–Stein_estimator wikiPageWikiLink Admissible_decision_rule.
- James–Stein_estimator wikiPageWikiLink Bias_of_an_estimator.
- James–Stein_estimator wikiPageWikiLink Category:Decision_theory.
- James–Stein_estimator wikiPageWikiLink Category:Estimation_theory.
- James–Stein_estimator wikiPageWikiLink Channel_(communications).
- James–Stein_estimator wikiPageWikiLink Channel_state_information.
- James–Stein_estimator wikiPageWikiLink Charles_M._Stein.
- James–Stein_estimator wikiPageWikiLink Dominating_decision_rule.
- James–Stein_estimator wikiPageWikiLink Empirical_Bayes_method.
- James–Stein_estimator wikiPageWikiLink Estimator.
- James–Stein_estimator wikiPageWikiLink Hodges_estimator.
- James–Stein_estimator wikiPageWikiLink Least_squares.
- James–Stein_estimator wikiPageWikiLink Linear_regression.
- James–Stein_estimator wikiPageWikiLink Maximum_likelihood.
- James–Stein_estimator wikiPageWikiLink Mean.
- James–Stein_estimator wikiPageWikiLink Mean_squared_error.
- James–Stein_estimator wikiPageWikiLink Normal_distribution.
- James–Stein_estimator wikiPageWikiLink Prior_probability.
- James–Stein_estimator wikiPageWikiLink Shrinkage_(statistics).
- James–Stein_estimator wikiPageWikiLink Shrinkage_estimator.
- James–Stein_estimator wikiPageWikiLink Steins_example.
- James–Stein_estimator wikiPageWikiLink Telecommunication.
- James–Stein_estimator wikiPageWikiLink File:MSE_of_ML_vs_JS.png.
- James–Stein_estimator wikiPageWikiLinkText "James–Stein estimator".
- James–Stein_estimator wikiPageWikiLinkText "James–Stein".
- James–Stein_estimator wikiPageWikiLinkText "Stein-type shrinkage approach".
- James–Stein_estimator wikiPageUsesTemplate Template:Citation_needed.
- James–Stein_estimator wikiPageUsesTemplate Template:Cite_book.
- James–Stein_estimator wikiPageUsesTemplate Template:Primary_sources.
- James–Stein_estimator wikiPageUsesTemplate Template:Reflist.
- James–Stein_estimator subject Category:Decision_theory.
- James–Stein_estimator subject Category:Estimation_theory.
- James–Stein_estimator hypernym Estimator.
- James–Stein_estimator type Redirect.
- James–Stein_estimator comment "The James–Stein estimator is a biased estimator of the mean of Gaussian random vectors. It can be shown that the James–Stein estimator dominates the \"ordinary\" least squares approach, i.e., it has lower mean squared error on average. It is the best-known example of Stein's phenomenon.An earlier version of the estimator was developed by Charles Stein in 1956,and is sometimes referred to as Stein's estimator. The result was improved by Willard James and Charles Stein in 1961.".
- James–Stein_estimator label "James–Stein estimator".
- James–Stein_estimator sameAs Q6146297.
- James–Stein_estimator sameAs Estimador_de_James-Stein.
- James–Stein_estimator sameAs m.0bj_rs.
- James–Stein_estimator sameAs Q6146297.
- James–Stein_estimator wasDerivedFrom James–Stein_estimator?oldid=684724902.
- James–Stein_estimator depiction MSE_of_ML_vs_JS.png.
- James–Stein_estimator isPrimaryTopicOf James–Stein_estimator.