STATISTICAL COMPUTING ACTIVITY:
CORRESPONDENCE ANALYSIS
The
contingency table could be entered a in a matrix form. We will use ³the
influence of age on relationships with boyfriends² data given in Table 4.1,
that is
|
Age Group |
||||
|
1 |
2 |
3 |
4 |
5 |
No boyfriend |
21 |
21 |
14 |
13 |
8 |
Boyfriend/no
sex |
8 |
9 |
6 |
8 |
2 |
Boyfriend/sex |
2 |
3 |
4 |
10 |
10 |
>No_bf=c(21,21,14,13,8);
Bf_nosex=c(8,9,6,8,2); Bf_sex=c(2,3,4,10,10)
>boyfriend=rbind(No_bf,Bf_nosex,Bf_sex)
>colnames(boyfriend)=c(³Age1²,
³Age2², ³Age3², ³Age4², ³Age5²)
>boyfriend
We need to
load a package
Ø
Packages
o
Load
§
MASS
·
OK
To carry
out the correspondence analysis
>corresp(boyfriend, nf=2)
>biplot(corresp(boyfriend, nf=2))
Also try
>corresp(boyfriend, nf=1)
>plot(corresp(boyfriend, nf=1))
Compare the
plots.
STATISTICAL COMPUTING ACTIVITY:
CORRESPONDENCE ANALYSIS
Step 1. Run SYSTAT
File
New
Data
Double click on (VAR0001) and rename it boyfriend. Double Click on (VAR0002) rename
it age. Double
click on (VAR0003) rename it freq.
Enter the data as follows
boyfriend |
age |
freq |
noboy |
A1 |
21 |
noboy |
A2 |
21 |
noboy |
A3 |
14 |
noboy |
A4 |
13 |
noboy |
A5 |
8 |
boynosex |
A1 |
8 |
boynosex |
A2 |
9 |
boynosex |
A3 |
6 |
boynosex |
A4 |
8 |
boynosex |
A5 |
2 |
boysex |
A1 |
2 |
boysex |
A2 |
3 |
boysex |
A3 |
4 |
boysex |
A4 |
10 |
boysex |
A5 |
10 |
Specify
that the thirs variable is frequency
Select Freq.
Analysis
Multivariate
Analysis
Correspondence
Analysis
Select the
dependent and independent variables