SAS软件对数据集一些简单操作

SAS软件对数据集一些简单操作Libname AA 'd:\SAS';

Data AA.feng;

Input a b c;

cards;

3 4 56 64 43 34

累加

DATA A;

INPUT X Y @@;

S+X;

CARDS;

3 5 7 9 20 21

;

PROC PRINT;

RUN;

;

run;

DATA D1;

INFILE ‘C:FIT.TXT'

INPUT NUM $ 1-4 SEX $ 5 H 6-9 W 10-11;

RUN;

建立数据集求均值

data a;

input name$sex$math chinese@@;

cards;

张三男82 96 刘四女81 98 王五男90 92 黄六女92 92 ；

proc print data=a;

proc means data=a mean;

var math chinese;

run;

保留列

data b;

set a;

keep name math;

run;

丢弃列

data b;

set b;

drop name;

run;

条件选择

data c;

set a;

if math>90 and chinese>90; run;

把超过九十分改为90分data aa;

set a;

if chinese>90 then chinese=90; run;

筛选行

data aaa ;

set a(firstobs=2 obs=3);

run;

拆分男女

data a1 a2;

set a;

select(sex);

when('男')output a1;

when('女')output a2; otherwise put sex='wrong'; end;

drop sex;

run;

合并

data new;

set a1(in=male) a2(in=female); if male=1 then sex='';

if female=1 then sex='';

run;

纵向合并Set

横向合并merge

重命名rename 改标志label

排序语句

proc sort data=a out=b;

by sex;

run;

分类by class 先用sort排序

proc print data=b;

by sex;

run;

区间估计与假设检验单样本总体均值的假设检验

data sjcj;

input A B@@;

cards;

78 71 63 44 72 61 89 84 91 74

49 51 68 55 76 60 85 77 55 39

;

run;

proc ttest h0=70 alpha = 0.01 data=sjcj;

var A;

run;

配对两样本均值的假设检验

proc ttest data=sjcj;

paired A*B;

run;

独立两样本均值的假设检验

data zzcpsj;

input f g$@@;

cards;

28.3 1 27.6 2 30.1 1 22.2 2 29 1 31 2

37.6 1 33.8 2 32.1 1 20 2 28.8 1 30.2 2

36 1 31.7 2 37.2 1 26 2 38.5 1 32 2

34.4 1 31.2 2 28 1 30 1

;

run;

proc ttest data=zzcpsj;

class g;

var f;

run;

判断正态分布

Proc univariate data=a normal；

Var ss1；

Run；看shapiro-wilk

回归分析线性回归

多元

Proc reg data=a;

Var y x1-x6;

Model y=x1-x6;

Run;

逐步

Model y=x1-x6/selection=stepwise;

Run;

非线性

画散点图

data a;

set gupiao;

proc gplot data=a;

plot price*low=1 price*speed=2;

symbol1 v=star i=rl cv=orange ci=blue w=1; symbol2 v=star i=rq cv=orange ci=blue w=1; run;

data a;

set b;

x2x2=x2*x2;

x1x2=x1*x2;

proc reg data=a;

var y x1 x2 x2x2 x1x2;

model y=x1 x2 x2x2 x1x2;

print cli;

run;

方差分析

单因素方差分析

proc anova data=b;

class hangye;