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- PROGRAM d13r5(input,output);
- (* driver for routine TUTEST *)
- CONST
- npts=3000; (* npts must be > mpts for TUTEST *)
- mpts=600;
- eps=0.03;
- var1=1.0;
- var2=4.0;
- nshft=10;
- TYPE
- glnarray = ARRAY [1..npts] OF real;
- glmarray = ARRAY [1..mpts] OF real;
- glnparray = glnarray;
- VAR
- glinext,glinextp : integer;
- glma : ARRAY [1..55] OF real;
- gliset : integer;
- glgset : real;
- fctr1,fctr2,prob,t : real;
- i,idum,j : integer;
- data1 : glnarray;
- data2 : glmarray;
-
- (*$I MODFILE.PAS *)
- (*$I AVEVAR.PAS *)
-
- (*$I GAMMLN.PAS *)
-
- (*$I BETACF.PAS *)
-
- (*$I BETAI.PAS *)
-
- (*$I RAN3.PAS *)
-
- (*$I GASDEV.PAS *)
-
- (*$I TUTEST.PAS *)
-
- BEGIN
- (* generate two gaussian distributions of different variance *)
- gliset := 0;
- idum := -1773;
- fctr1 := sqrt(var1);
- FOR i := 1 to npts DO data1[i] := fctr1*gasdev(idum);
- fctr2 := sqrt(var2);
- FOR i := 1 to mpts DO data2[i] := (nshft DIV 2)*eps+fctr2*gasdev(idum);
- writeln;
- writeln('Distribution #1 : variance = ',var1:6:2);
- writeln('Distribution #2 : variance = ',var2:6:2);
- writeln;
- writeln('shift':7,'t':8,'probability':16);
- FOR i := 1 to (nshft+1) DO BEGIN
- tutest(data1,npts,data2,mpts,t,prob);
- writeln((i-1)*eps:6:2,t:10:2,prob:11:2);
- FOR j := 1 to npts DO data1[j] := data1[j]+eps
- END
- END.
-