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principle analysis components
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¸÷룬 ÄãÃǺã¡ ÒòΪÎÒÓкܶà±äÁ¿£¬Ïë×öMulti-linear regression£¬ µ«ÊDZäÁ¿Ö®¼ä´æÔÚ×Åmulticollinearity, ËùÒÔÖ®ºó ÎÒÓÃprinciple analysis components ·ÖÎö³öÁËÖ÷ÒªµÄcomponents, È»ºóÓÃMulti-linear regression analyses µÃµ½Á˵ÄÒÔcomponents ΪÒò×ÓµÄÏßÐÔÄ£ÐÍ¡£È»ºóÎÒÓÃRËã³öÁËÔÀ´ÄÇЩ±äÁ¿µÄϵÊý£¬ÎÒ²»ÖªµÀºÏ²»ºÏÀí¡£ Çë¸÷λ´óÉñ°ïÎÒ¿´¿´¡£·Ç³£¸Ðл £¡ pcal=princomp(sub_agri211, scores=TRUE,cor=TRUE) summary(pcal) loadings(pcal) plot(pcal) pre=predict(pcal) sub_agri21$Z1=pre[,1] sub_agri21$Z2=pre[,2] lm_sub_agri21=lm(sta_day~Z1+Z2,data=sub_agri21) summary(lm_sub_agri21) Anova(lm_sub_agri21) lm_sub_agri211=update(lm_sub_agri21,.~.-Z1) summary(lm_sub_agri211) Anova(lm_sub_agri211) beta=coef(lm_sub_agri211) A=loadings(pcal) x.bar=pcal$center x.bar x.sd=pcal$scale x.sd coef=beta[2]*A[,2]/x.sd beta0=beta[1]-sum(x.bar*coef) c(beta0,coef) |
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churchery
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