黄少伟,谢维辉.2001.实用SAS编程与林业试验数据分析.广州:华南理工大学出版社. (Huang S W, Xie W H. 2001. Practical SAS programming and anlysis of forestry test data. Guangzhou:South China University of Technology Publishing House.[in Chinese]) Anekonda T S, Libby W J. 1996. Effectiveness of nearest-neighbor data adjustment in a clonal test of redwood. Silvae Genetic, 45(1):46-51. Bartlett M S. 1978. Nearest neighbor models in the analysis of field experiments. Journal of the Royal Statistical Society Series Statistical Methodology, 40(2):147-174. Costa e Silva J, Dutkowski G W, GilmourA R. 2001. Analysis of early tree height in forest genetic trials is enhanced by including a spatially correlated residual. Canadian Journal of Forest Research, 31:1887-1893. Costa e Silva J, Potts B M, Bijma P, et al. 2013. Genetic control of interactions among individuals:contrasting outcomes of indirect genetic effects arising from neighbour disease infection and competition in a forest tree. New Phytol, 197(2):631-641. Cullis B R, Gleeson A C. 1991. Spatial analysis of field experiments:an extension two dimensions. Biometrics, 47(4):1449-1460. Dutkowski G W, Costa e Silva J, Gilmour A R, et al. 2002. Spatial analysis methods for forest genetic trials. Canadian Journal of Forest Research, 32(12):2201-2214. Dutkowski G W, Costa e Silva J, Gilmour A R, et al. 2006. Spatial analysis enhances modelling of a wide variety of traits in forest genetic trials. Canadian Journal of Forest Research, 36(7):1851-1870. Dutkowski G W. 2005. Improved models for the prediction of breeding values in trees. Melbourne,Australia:PhD thesis of University of Melbourne. Falconer D S. 1996. Introduction to quantitative genetics. 4th ed. New York:Longman. Gilmour A R, Gogel B J, Cullis B R, et al. 2009. ASReml User Guide Release 2.0. Hemel Hempstead:VSN International Ltd. Gleeson A C. 1997. Spatial analysis//Kempton R A, Fox P N. Statistical methods for plant variety evaluation. London:Chapman and Hall. Hamann A, Namkoong G, Koshy M P. 2002. Improving precision of breeding values by removing spatially auto-correlated variation in forestry field experiments. Silvae Genetica, 51(5/6):210-215. Henderson C R. 1980. A simple method for unbiased estimation of variance components in the mixed model. Journal of Animal Science, 58(1):119. Magnussen S. 1993. Bias in genetic variance estimates due to spatial autocorrelation. Theoretical and Applied Genetics, 86(2):349-355. Nguyen N, Williams E R. 1993. An algorithm for constructing optimal resolvable row-column designs. Aust Journao Stat, 35(3):363-370. Pearce S C. 1980. Randomized blocks and some alternatives:A study in tropical conditions. Trop Agriculture, 57(1):1-10. Piepho H P, Möhring J. 2007. Computing heritability and selection response from unbalanced plant breeding trials. Genetics, 177(3):1881-1888. Reed D D, Burkhart H E. 1985. Spatial autocorrelation of individual tree characteristics in loblolly pine stands. Forest Science, 31(3):575-587. Singh M, Malhotra R S, Ceccarelli S, et al. 2003. Spatial variability models to improve dryland field trials. Genetics, 39(2):151-160. Stram D O, Lee J W. 1994. Variance components testing in the longitudinal mixed effects setting. Biometrics, 50(4):1171-1177. White T L, Neale D B, Adams W T. 2007. Forest genetics. Cambridge:CAB International. Yang R C, Ye T Z, Blade S F, et al. 2004. Efficiency of spatial analyses of field pea variety trials. Crop Science, 44(1):49-55. |