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Oliver Schabenberger

Affiliations: 
Virginia Polytechnic Institute and State University, Blacksburg, VA, United States 
Area:
Statistics, Mathematics, Biostatistics Biology
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"Oliver Schabenberger"
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Sundardas S. Dorai-Raj grad student 2001 Virginia Tech
Seth K. Clark grad student 2002 Virginia Tech
Megan J. Waterman grad student 2002 Virginia Tech

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Publications

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Bathke AC, Schabenberger O, Tobias RD, et al. (2009) Greenhouse-Geisser adjustment and the ANOVA-type statistic: Cousins or twins? American Statistician. 63: 239-246
Edwards LJ, Muller KE, Wolfinger RD, et al. (2008) An R2 statistic for fixed effects in the linear mixed model. Statistics in Medicine. 27: 6137-57
Avendaño F, Pierce FJ, Schabenberger O, et al. (2004) The Spatial Distribution of Soybean Cyst Nematode in Relation to Soil Texture and Soil Map Unit Agronomy Journal. 96: 181-194
Avendaño F, Schabenberger O, Pierce FJ, et al. (2003) Geostatistical analysis of field spatial distribution patterns of soybean cyst nematode Agronomy Journal. 95: 936-948
Schabenberger O, Birch JB. (2001) Statistical dose-response models with hormetic effects Human and Ecological Risk Assessment (Hera). 7: 891-908
Zimmerman DL, Núñez-Antón V, Gregoire TG, et al. (2001) Parametric modelling of growth curve data: An overview Test. 10: 1-73
Gregoire TG, Schabenberger O, Kong F. (2000) Prediction from an integrated regression equation: A forestry application Biometrics. 56: 414-419
Schabenberger O, Tharp BE, Kells JJ, et al. (1999) Statistical tests for hormesis and effective dosages in herbicide dose response Agronomy Journal. 91: 713-721
Gregoire TG, Schabenberger O. (1996) Nonlinear mixed-effects modeling of cumulative bole volume with spatially correlated within-tree data Journal of Agricultural, Biological, and Environmental Statistics. 1: 107-119
Gregoire TG, Schabenberger O. (1996) A non-linear mixed-effects model to predict cumulative bole volume of standing trees Journal of Applied Statistics. 23: 257-271
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