Tests for the marginal probabilities in the two-way contingency table under restricted alternatives
Anraku, K.; Nishi, A.; Yanagawa, T.
Annals of the Institute of Statistical Mathematics 40(1): 149-163
1988
ISSN/ISBN: 0020-3157 Accession: 078207067
Full Text Article emailed within 1 workday: $29.90
Related References
Chul Gyu, P.A.R.K. 1998: Testing for unimodal dependence in an ordered contingency table with restricted marginal probabilities Statistics and Probability Letters 37(2): 121-129Anraku, K. 1989: Approximately Somewhere Most Powerful Tests for Marginal Homogeneity of a Square Table Under Restricted Alternatives Behaviormetrika 16(25): 1-13
Peritz, E. 1971: Estimating the ratio of 2 marginal probabilities in a contingency table Biometrics 27(1): 223-225
Peritz, E. 1971: Note: Estimating the Ratio of Two Marginal Probabilities in a Contingency Table Biometrics 27(1): 223-225
Cohen, A.; Gatsonis, C.; Marden, J.I. 1983: Hypothesis testing for marginal probabilities in a 2×2×2 contingency table with conditional independence Journal of the American Statistical Association 78(384): 920-929
Garside, G.R.; Mack, C. 1976: Actual Type 1 Error Probabilities for Various Tests in the Homogeneity Case of the 2 × 2 Contingency Table The American Statistician 30(1): 18-21
Hammou El, B.A.R.M.I.; Kochar, S.C. 1995: Likelihood ratio tests for bivariate symmetry against ordered alternatives in a square contingency table Statistics and Probability Letters 22(2): 167-173
Pelz, W.; Good, I.J. 1986: Estimating probabilities from contingency tables when the marginal probabilities are known, by using additive objective functions Statistician (London. Print) 35(1): 45-50
Haber, M. 1989: Do the marginal totals of a 2X2 contingency table contain information regarding the table proportions? Communications in Statistics. Theory and Methods 18(1): 147-156
Haber, M. 1989: Do the marginal totals of a 2×2 contingency table contain information regarding the table proportions? Communications in Statistics - Theory and Methods 18(1): 147-156
Joarder, A. H.; Al-Sabah, W. S. 2002: The dependence structure of conditional probabilities in a contingency table International Journal of Mathematical Education in Science and Technology 33(3): 475-480
Aerts, M.; Augustyns, I.; Janssen, P. 1997: Local Polynomial Estimation of Contingency Table Cell Probabilities Statistics 30(2): 127-148
Latscha, R. 1953: Tests of Significance in a 2 2 Contingency Table: Extension of Finney's Table Biometrika 40(1-2): 74-86
Latscha, R. 1953: Tests of significance in a 2 x 2 contingency table: Extension of Finney's table Biometrika 40: 74-86
Ireland, C.T.; Ku, H.H.; Kullback, S. 1969: Symmetry and Marginal Homogeneity of anr×r Contingency Table Journal of the American Statistical Association 64(328): 1323-1341
Wang, Y.J. 1987: An approximation of multivariate normal orthant probabilities of dimension 4: a contingency-table approach Communications in Statistics. Simulation and Computation 16(4): 1039-1049
Broderick, O. Oluyede 1994: Test of Independence Against a Class of Ordered Alternatives in an R C Contingency Table Biometrical Journal 36(8): 935-951
Haber, M. 1985: Log-linear models for correlated marginal totals of a contingency table Communications in Statistics. Theory and Methods 14(12): 2845-2856
Stevens, W.L. 1938: The distribution of entries in a contingency table with fixed marginal totals Ann Eugenics 8(3): 238-244
Agresti, A.; Coull, B.A. 1998: Order-restricted inference for monotone trend alternatives in contingency tables Computational Statistics and Data Analysis 28(2): 139-155