63
S2=RANKK- MRK; S2SQ=S2
2
; S3SQ=S3
2
; S6=ABS S3 ;
PROC MEANS
DATA=RR SUM NOPRI NT; VAR SQ P J RTYSQ VM MRY MRK S2SQ S3SQ S6 DSQ COV;
BY VAR; OUTPUT OUT=AAB SUM=SENV W K SSV MEANV SMRY SMRK SI 2A SI 3A SI 6A DI SQ ALPHA1;
OUTPUT OF UNI VARI ATE STABI LTY PARAMETERS
DATA
RANKANAL; SET AAB;
MEK=
1
; MSV=SSV q-
1
; BCV=K q-
1
; Si SQUARE D1=K q-
1
; FOR EUCLI DEAN DI STANCE BASED ON K DSA=D1
0. 5
; DI VI SOR FOR STANDARDI ZATI ON OF YI ELD DSB=W
0. 5
; DI VI SOR FOR STANDARDI ZATI ON OF I NTERACTI ON S=K
0. 5
; S FOR HETEROGENEI TY OF VARI ANCES VARMEAN=MEANV q;
CV= BCV
0. 5
VARMEAN
100
; SI 2=SI 2A q-
1
; SI 3= SI 3A q SMRY;
SI 6= SI 6A q SMRY; EY= p
2
-
1
q; ESI 2= p
2
-
1 12
; MU= p+
1 2
; EY2= p+
1 2
p+
1 6
; EY3= p p+
1 2
4
; EY4= p+
1 2
p+
1 3
p
2
+
3
p-
1 30
; M4=EY4-
4
MU EY3 +
6
MU
2
EY2 -
3
MU
4
; VARSI 2= M4 q - q-
3
q q-
1
ESI 2
2
; ZI 2= SI 2- ESI 2
2
VARSI 2; PVALUEZ=
1
- PROBCHI ZI 2,
1
; ALPHA= ALPHA1 q-
1
ms l - msb p r ; LAMBDA= W q-
1
- ALPHA1 q-
1
ALPHA p-
1
means p r ;
PROC MEANS
DATA=RANKANAL SUM NOPRI NT; VAR SENV SI 2 W SSV ;
OUTPUT OUT=FI NAL SUM=SSENV S1SUM SSVXE SSVAR;
RUN
;
DATA
FU; SET FI NAL;
MEK=
1
; PVALUE=
1
- PROBCHI S1SUM, p ;
DATA
FI VE; MERGE RANKANAL FU FI NAL1 DROP=_TYPE_ HANS;
BY MEK; D=DI SQ- q-
1
p-
2
BMI N+BMI N
2
p mems q ; DFENV=
5
; SHUK= p p-
2
q-
1
W- SSVXE p-
1
p-
2
q-
1
; PLA59= p
2
p-
1
q-
1
W+SSVXE
2
p-
1
q-
1
; PLA60= - p p-
1
p-
2
q-
1
W+SSVXE p-
2
q-
1
; RP=RSQP
0. 5
; MSW=W p-
1
q-
1
p ; FW=MSW mems;
FSHUK=SHUK mems ; TALPHA= q-
2
RP
2 1
- RP
2 0. 5
; PW=
1
- PROBF FW, p-
1
q-
1
p, p q r -
1
;
Lampiran 1 Lanjutan
PSHUK=
1
- PROBF FSHUK, q-
1
, p q r -
1
; PALPHA=
1
- PROBT ABS TALPHA , q-
2
; PLAMBDA=FUZZ
1
- PROBF LAMBDA, q-
2
, q p-
1
r -
1
;
PROC PRI NT
NOOBS; VAR VAR VARMEAN W K BCV CV SHUK MSW PLA59 PLA60 DI SQ ALPHA LAMBDA SI 2 SI 3 SI 6 ZI 2
TALPHA FW FSHUK PW PSHUK PVALUEZ PALPHA PLAMBDA; TI TLE1 TABLE 5 ;
TI TLE2 PARAMETRI C VARI ANCES AND NONPARAMETRI C STABI LI TY STATI STI CS ;
RUN
;
PROC PRI NT
DATA=FU NOOBS; VAR S1SUM SSVXE PVALUE;
TI TLE1 TABLE 6 ; TI TLE2 GLOBAL CHI SQUARE TEST FOR DI FFERENCE BETWEEN GENOTYPES ;
64
TI TLE3 I N STABI LI TY NASSAR AND HUHN, 1979 ;
RUN
; BARTLETT TEST FOR EQUALI TY OF DEVI ATI ON FROM REGRESSI ON VARI ANCES
OPTI ONS LS=
93
PS=
58
;
DATA
STALK; DATA TO BE USED BY PROC I ML SET FI VE KEEP=MSE ;
NUM=q-
1
;
RUN
;
DATA
STALK1; SET STALK KEEP=NUM ;
RUN
; TI TLE ;
DATA
STALK2; SET FI VE KEEP=MSE ;
RUN
;
PROC I ML
; RESET NOPRI NT NOLOG ;
USE STALK1; READ ALL I NTO N;
USE STALK2; READ ALL I NTO VAR;
A=NROW N ; NUMBER OF TREATMENTS p T=N` - {
1
} ; W= N` [ , +] - A ;
J=T{ -
1
} ; JQ=J [ , +] - W{ -
1
} ; SPSQ= T VAR W;
VLOG=l og10 VAR ; Q=W l og10 SPSQ - T VLOG ;
C=
1
+
1 3
A-
1
JQ; CHI SQ=
2. 3026
