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1
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0034732658
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Tests for Gaussian repeated measures with missing data in small samples
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Catellier DJ, Muller KE. Tests for Gaussian repeated measures with missing data in small samples. Statistics in Medicine 2000; 19:1101-1114.
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(2000)
Statistics in Medicine
, vol.19
, pp. 1101-1114
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Catellier, D.J.1
Muller, K.E.2
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2
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2342641287
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Adequacy of approximations to distributions of test statistics in complex mixed linear models
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Schaalje GB, McBride JB, Fellingham GW. Adequacy of approximations to distributions of test statistics in complex mixed linear models. Journal of Agricultural, Biological, and Environmental Statistics 2002; 7:512-524.
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(2002)
Journal of Agricultural, Biological, and Environmental Statistics
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Schaalje, G.B.1
McBride, J.B.2
Fellingham, G.W.3
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5
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0041986427
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Approximate power for repeated-measures ANOVA lacking sphericity.
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Corrigenda 1991; 86:255-256.
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Muller KE, Barton CN. Approximate power for repeated-measures ANOVA lacking sphericity. Journal of the American Statistical Association 1989; 84:549-555; Corrigenda 1991; 86:255-256.
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(1989)
Journal of the American Statistical Association
, vol.84
, pp. 549-555
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Muller, K.E.1
Barton, C.N.2
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7
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0041565410
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Adjusting power for a baseline covariate in a linear model
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Glueck DH, Muller KE. Adjusting power for a baseline covariate in a linear model. Statistics in Medicine 2003; 22:2535-2551.
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(2003)
Statistics in Medicine
, vol.22
, pp. 2535-2551
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Glueck, D.H.1
Muller, K.E.2
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9
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0041633642
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Properties of internal pilots with the univariate approach to repeated measures
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Coffey CS, Muller KE. Properties of internal pilots with the univariate approach to repeated measures. Statistics in Medicine 2003; 22:2469-2485.
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(2003)
Statistics in Medicine
, vol.22
, pp. 2469-2485
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Coffey, C.S.1
Muller, K.E.2
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15
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33745290697
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Analytic, computational and approximate forms for ratios of noncentral and central Gaussian quadratic forms
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Kim H, Gribbin MJ, Muller KE, Taylor DJ. Analytic, computational and approximate forms for ratios of noncentral and central Gaussian quadratic forms. Journal of Computational and Graphical Statistics 2006; 15:443-459.
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(2006)
Journal of Computational and Graphical Statistics
, vol.15
, pp. 443-459
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Kim, H.1
Gribbin, M.J.2
Muller, K.E.3
Taylor, D.J.4
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17
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0032194826
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Contrast limited adaptive histogram equalization image processing to improve the detection of simulated speculations in dense mammograms
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Pisano ED, Zong S, Hemminger BM, Deluca M, Johnston RE, Muller KE, Brauening MP, Pizer SM. Contrast limited adaptive histogram equalization image processing to improve the detection of simulated speculations in dense mammograms. Journal of Digital Imaging 1998; 11:193-200.
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(1998)
Journal of Digital Imaging
, vol.11
, pp. 193-200
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Pisano, E.D.1
Zong, S.2
Hemminger, B.M.3
Deluca, M.4
Johnston, R.E.5
Muller, K.E.6
Brauening, M.P.7
Pizer, S.M.8
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18
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11144299056
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Abnormal vessel tortuosity as a marker of treatment response of malignant gliomas: Preliminary report
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Bullitt E, Ewend MG, Aylward S, Lin W, Gerig G, Joshi S, Jung I, Muller KE, Smith JK. Abnormal vessel tortuosity as a marker of treatment response of malignant gliomas: preliminary report. Technology in Cancer Research and Treatment 2004; 3:577-584.
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(2004)
Technology in Cancer Research and Treatment
, vol.3
, pp. 577-584
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Bullitt, E.1
Ewend, M.G.2
Aylward, S.3
Lin, W.4
Gerig, G.5
Joshi, S.6
Jung, I.7
Muller, K.E.8
Smith, J.K.9
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19
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0042543947
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Test of sphericity of normal distributions and the analysis of repeated measures designs
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Grieve AP. Test of sphericity of normal distributions and the analysis of repeated measures designs. Psychometrika 1984; 49:257-267.
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(1984)
Psychometrika
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, pp. 257-267
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Grieve, A.P.1
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20
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4143083152
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Regression and ANOVA: An Integrated Approach Using SAS®
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SAS Institute: Cary, NC
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Muller KE, Fetterman BA. Regression and ANOVA: An Integrated Approach Using SAS® Software. SAS Institute: Cary, NC, 2002.
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(2002)
Software
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Muller, K.E.1
Fetterman, B.A.2
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21
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0004282518
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SAS Institute, Chapter 41, SAS Institute, Inc, Cary, NC
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SAS Institute. SAS/STAT User's Guide, Version 8, vol. 2 (Chapter 41). SAS Institute, Inc.: Cary, NC, 1999.
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(1999)
SAS/STAT User's Guide, Version 8
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24
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0002125597
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The generalized product moment distribution in samples from a normal multivariate population
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Wishart J. The generalized product moment distribution in samples from a normal multivariate population. Biometrika 1928; 20A:32-52.
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(1928)
Biometrika
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Wishart, J.1
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25
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0003435447
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SAS Institute, SAS Institute, Inc, Cary, NC
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SAS Institute. SAS/IML User's Guide, Version 8. SAS Institute, Inc.: Cary, NC, 1999.
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(1999)
SAS/IML User's Guide, Version 8
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