典型相关实验指导书

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1、第十章典型相关SAS实验指导书一、典型相关实验原理假设有一组变量X1,...,Xp与另一组变量Y1,...,Yq(也可以记为Xp+1,...,Xp+q),我们要研究这两组变量的相关关系,两组变量之间的相关性就是要研究的典型相关分析.典型变量V=a1X1+…+apXp=a¢XW=b1Y1+…+bqYq=b¢Y典型相关系数　ρ(V,W)=a¢Σ12β整体检验:常用WilksΛ单个典型相关系数检验：二、SAS典型相关计算程序与步骤proccancorr　data=data000　allncan=2out=out

2、000;varx1x2x3;withy1y2y3y4;run;三、典型相关结果分析，解释说明需要自己粘结果，记笔记：实验演示数据X1X2X3Y1Y2Y386438543937199749978998937221027243351956131138454355395458213221343532367848754278693185327052409836996486261440825215168386848726386798776953980578055687840724275585649544852613

3、9807176528165553116741281131122335503268234958699869978199559978976090361151526577186127685467339534596145874685678061726363627541637455507665135513285335513159662079186755Datap226;Inputx1-x12;Labelx1=‘反复横向跳’x2=‘纵跳’x3=‘背力’x4=‘握力’x5=‘台阶试验’X6=‘立定体前屈’x7=‘俯卧上

4、体后仰’x8=‘50米跑’x9=‘跳远’X10=‘投球’x11=‘引体向上’x12=‘耐力跑’;Datalines;4655126517525726.84892783605255954281.218507.24643053484669107389818746.843032938649501054897.616606.83622663314255904666.52687.24532311391486110643782558740529738949601004990.615607420211037948631

5、225256.117687.14662823624555105487615616.841524638648641203860.220627.141328739849521004253.46427.440423640047621003461.210627.242725740741511015362.4560837225340952551254386.35626.849630103504552945051.420657.639424339949571104772.31945744630113375365112

6、4790.415756.644630123574777954772.39646.642025444748601204786.412626.8447281138149551134184.11560739827438748691284247.920637.148530735042571224654.215637.240028638854641555171.419616.9511331229853631204256.68537.543029435342711384465.21755748729937046661

7、204562.222687.44702873604556912966.218517.938026535850601204256.68576.84603253484251126505013577.739827238348501154152.96397.441528631442521404856.315606.9470271134848671053969.223607.6450281032649741514954.220587500301233047551134071.419647.6410297331497

8、41205354.522596.9500332134244521103754.914577.540029242152661304745.914456.8505281135548681004553.623707.2522289352;Proccancorrdata=p226all　;Varx1-x7;Withx8-x12;Run;Proccancorrdata=p226ncan=2all　out=outp226;Varx1-x7