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(1 - 10 of 10)
The tale of Cochran's Rule: my contingency table has so many expected values smaller than five. What am I to do?
Kroonenberg, P.M.; Verbeek, A. 2018
The tale of Cochran's Rule: my contingency table has so many expected values smaller than five. What am I to do?
Article / Letter to editor
open access
In an informal way, some dilemmas in connection with hypothesis testing in contingency tables are discussed. The body of the article concerns the numerical evaluation of Cochran's Rule about the... Show moreIn an informal way, some dilemmas in connection with hypothesis testing in contingency tables are discussed. The body of the article concerns the numerical evaluation of Cochran's Rule about the minimum expected value in r × c contingency tables with fixed margins when testing independence with Pearson's X2 statistic using the χ2 distribution. Show less
Mijn kruistabel heeft zo veel verwachte waarden kleiner dan vijf. Wat moet ik nu doen? [My contingency table has so many expected values smaller than five. What am I to do?]
Kroonenberg, P.M.; Verbeek, A. 1993
Mijn kruistabel heeft zo veel verwachte waarden kleiner dan vijf. Wat moet ik nu doen? [My contingency table has so many expected values smaller than five. What am I to do?]
Article / Letter to editor
open access
FISHER 3.10: Testing independence in rxc tables (Manual 2nd revised edition + software)
Verbeek, A.; Kroonenberg, P.M. 1993
FISHER 3.10: Testing independence in rxc tables (Manual 2nd revised edition + software)
Book (monograph)
open access
Modelling two parallel streams of observations with multinomial response models
Kroonenberg, P.M.; Verbeek, A. 1990
Modelling two parallel streams of observations with multinomial response models
Article in monograph or in proceedings
open access
Comments on "A generalization of Fisher's exact test in PxQ contingency tables using more concordant relations"
Kroonenberg, P.M.; Verbeek, A. 1987
Comments on "A generalization of Fisher's exact test in PxQ contingency tables using more concordant relations"
Article / Letter to editor
open access
Survey of algorithms for exact distributions of test statistics in RxC contingency tables with fixed margins
Verbeek, A.; Kroonenberg, P.M. 1985
Survey of algorithms for exact distributions of test statistics in RxC contingency tables with fixed margins
Article / Letter to editor
open access
Comment on Kannemann's "The exact evaluation of 2-way cross-classifications"
Kroonenberg, P.M.; Verbeek, A. 1985
Comment on Kannemann's "The exact evaluation of 2-way cross-classifications"
Article / Letter to editor
open access
Kleine steekproevenverdelingen (Samenvatting lezing Statistische Dag VVS) [Small sample distributions (abstract)]
Verbeek, A.; Kroonenberg, P.M. 1982
Kleine steekproevenverdelingen (Samenvatting lezing Statistische Dag VVS) [Small sample distributions (abstract)]
Article / Letter to editor
open access
De chi-kwadraat toetsen in kruistabellen: Conditioneren of niet? - vervolg [The chi-squred tests in contingency tables: To condition or not to condition? - continuation]
Verbeek, A.; Kroonenberg, P.M. 1981
De chi-kwadraat toetsen in kruistabellen: Conditioneren of niet? - vervolg [The chi-squred tests in contingency tables: To condition or not to condition? - continuation]
Article / Letter to editor
open access
Bepaling exacte overschrijdingskansen van X² in rxc tabellen [Determination of exact significance levels of X² in rxc tables]
Kroonenberg, P.M.; Verbeek, A. 1979
Bepaling exacte overschrijdingskansen van X² in rxc tabellen [Determination of exact significance levels of X² in rxc tables]
Article / Letter to editor
open access