--- imach/src/imach.c	2022/06/02 05:10:11	1.320
+++ imach/src/imach.c	2022/07/22 12:04:24	1.321
@@ -1,6 +1,11 @@
-/* $Id: imach.c,v 1.320 2022/06/02 05:10:11 brouard Exp $
+/* $Id: imach.c,v 1.321 2022/07/22 12:04:24 brouard Exp $
   $State: Exp $
   $Log: imach.c,v $
+  Revision 1.321  2022/07/22 12:04:24  brouard
+  Summary: r28
+
+  *  imach.c (Module): Output of Wald test in the htm file and not only in the log.
+
   Revision 1.320  2022/06/02 05:10:11  brouard
   *** empty log message ***
 
@@ -1198,12 +1203,12 @@ typedef struct {
 #define ODIRSEPARATOR '\\'
 #endif
 
-/* $Id: imach.c,v 1.320 2022/06/02 05:10:11 brouard Exp $ */
+/* $Id: imach.c,v 1.321 2022/07/22 12:04:24 brouard Exp $ */
 /* $State: Exp $ */
 #include "version.h"
 char version[]=__IMACH_VERSION__;
 char copyright[]="May 2022,INED-EUROREVES-Institut de longevite-Japan Society for the Promotion of Science (Grant-in-Aid for Scientific Research 25293121), Intel Software 2015-2020, Nihon University 2021-202, INED 2000-2022";
-char fullversion[]="$Revision: 1.320 $ $Date: 2022/06/02 05:10:11 $"; 
+char fullversion[]="$Revision: 1.321 $ $Date: 2022/07/22 12:04:24 $"; 
 char strstart[80];
 char optionfilext[10], optionfilefiname[FILENAMELENGTH];
 int erreur=0, nberr=0, nbwarn=0; /* Error number, number of errors number of warnings  */
@@ -7240,7 +7245,7 @@ void printinghtml(char fileresu[], char
       }
        
        /* if(nqfveff+nqtveff 0) */ /* Test to be done */
-       fprintf(fichtm," ************\n<hr size=\"2\" color=\"#EC5E5E\">");
+       fprintf(fichtm," (model=%s) ************\n<hr size=\"2\" color=\"#EC5E5E\">",model);
        if(invalidvarcomb[k1]){
 	 fprintf(fichtm,"\n<h3>Combination (%d) ignored because no cases </h3>\n",k1); 
 	 printf("\nCombination (%d) ignored because no cases \n",k1); 
@@ -7427,7 +7432,7 @@ See page 'Matrix of variance-covariance
 	fprintf(fichtm," V%d=%f ",Tvqresult[nres][k4],Tqresult[nres][k4]);
       }
 
-       fprintf(fichtm," ************\n<hr size=\"2\" color=\"#EC5E5E\">");
+       fprintf(fichtm," (model=%s) ************\n<hr size=\"2\" color=\"#EC5E5E\">",model);
 
        if(invalidvarcomb[k1]){
 	 fprintf(fichtm,"\n<h4>Combination (%d) ignored because no cases </h4>\n",k1); 
@@ -7563,7 +7568,7 @@ void printinggnuplot(char fileresu[], ch
 	fprintf(ficgp,"\nset out \"%s_%d-%d-%d.svg\" \n",subdirf2(optionfilefiname,"V_"),cpt,k1,nres);
 	fprintf(ficgp,"\n#set out \"V_%s_%d-%d-%d.svg\" \n",optionfilefiname,cpt,k1,nres);
 	/* fprintf(ficgp,"set label \"Alive state %d %s\" at graph 0.98,0.5 center rotate font \"Helvetica,12\"\n",cpt,gplotlabel); */
-	fprintf(ficgp,"set title \"Alive state %d %s\" font \"Helvetica,12\"\n",cpt,gplotlabel);
+	fprintf(ficgp,"set title \"Alive state %d %s model=%s\" font \"Helvetica,12\"\n",cpt,gplotlabel,model);
 	fprintf(ficgp,"set xlabel \"Age\" \nset ylabel \"Probability\" \nset ter svg size 640, 480\nplot [%.f:%.f] \"%s\" every :::%d::%d u 1:($2==%d ? $3:1/0) \"%%lf %%lf",ageminpar,fage,subdirf2(fileresu,"VPL_"),nres-1,nres-1,nres);
 	/* fprintf(ficgp,"set xlabel \"Age\" \nset ylabel \"Probability\" \nset ter svg size 640, 480\nplot [%.f:%.f] \"%s\" every :::%d::%d u 1:($2==%d ? $3:1/0) \"%%lf %%lf",ageminpar,fage,subdirf2(fileresu,"VPL_"),k1-1,k1-1,nres); */
       /* k1-1 error should be nres-1*/
@@ -12551,6 +12556,7 @@ Please run with mle=-1 to get a correct
       hesscov(matcov, hess, p, npar, delti, ftolhess, func);
       printf("Parameters and 95%% confidence intervals\n W is simply the result of the division of the parameter by the square root of covariance of the parameter.\n And Wald-based confidence intervals plus and minus 1.96 * W .\n But be careful that parameters are highly correlated because incidence of disability is highly correlated to incidence of recovery.\n It might be better to visualize the covariance matrix. See the page 'Matrix of variance-covariance of one-step probabilities' and its graphs.\n");
       fprintf(ficlog, "Parameters, Wald tests and Wald-based confidence intervals\n W is simply the result of the division of the parameter by the square root of covariance of the parameter.\n And Wald-based confidence intervals plus and minus 1.96 * W \n  It might be better to visualize the covariance matrix. See the page 'Matrix of variance-covariance of one-step probabilities' and its graphs.\n");
+      fprintf(fichtm, "\n<p>Parameters, Wald tests and Wald-based confidence intervals\n</br> W is simply the result of the division of the parameter by the square root of covariance of the parameter.\n</br> And Wald-based confidence intervals plus and minus 1.96 * W \n </br> It might be better to visualize the covariance matrix. See the page 'Matrix of variance-covariance of one-step probabilities' and its graphs.\n</br>");
       fprintf(fichtm,"\n<table style=\"text-align:center; border: 1px solid\">");
       fprintf(fichtm, "\n<tr><th>Model=</th><th>1</th><th>+ age</th>");
       if(nagesqr==1){
@@ -12581,15 +12587,14 @@ Please run with mle=-1 to get a correct
 	    fprintf(fichtm, "<td>%1d%1d</td>",i,k);
 	    for(j=1; j <=ncovmodel; j++){
 	      wald=p[jk]/sqrt(matcov[jk][jk]);
-	      printf("%12.7f(%12.7f) W=%8.3f CI=[%12.7f ; %12.7f] ",p[jk],sqrt(matcov[jk][jk]), p[jk]/sqrt(matcov[jk][jk]), p[jk]-1.96*sqrt(matcov[jk][jk]),p[jk]+1.96*sqrt(matcov[jk][jk]));
-	      fprintf(ficlog,"%12.7f(%12.7f) W=%8.3f CI=[%12.7f ; %12.7f] ",p[jk],sqrt(matcov[jk][jk]), p[jk]/sqrt(matcov[jk][jk]), p[jk]-1.96*sqrt(matcov[jk][jk]),p[jk]+1.96*sqrt(matcov[jk][jk]));
+	      printf("%12.7f(%12.7f) sqrt(W)=%8.3f CI=[%12.7f ; %12.7f] ",p[jk],sqrt(matcov[jk][jk]), p[jk]/sqrt(matcov[jk][jk]), p[jk]-1.96*sqrt(matcov[jk][jk]),p[jk]+1.96*sqrt(matcov[jk][jk]));
+	      fprintf(ficlog,"%12.7f(%12.7f) sqrt(W)=%8.3f CI=[%12.7f ; %12.7f] ",p[jk],sqrt(matcov[jk][jk]), p[jk]/sqrt(matcov[jk][jk]), p[jk]-1.96*sqrt(matcov[jk][jk]),p[jk]+1.96*sqrt(matcov[jk][jk]));
 	      if(fabs(wald) > 1.96){
-		fprintf(fichtm, "<td><b>%12.7f</b> (%12.7f)</br>",p[jk],sqrt(matcov[jk][jk]));
-		fprintf(fichtm,"<b>W=%8.3f</b></br>",wald);
+		fprintf(fichtm, "<td><b>%12.7f</b></br> (%12.7f)</br>",p[jk],sqrt(matcov[jk][jk]));
 	      }else{
 		fprintf(fichtm, "<td>%12.7f (%12.7f)</br>",p[jk],sqrt(matcov[jk][jk]));
-		fprintf(fichtm,"W=%8.3f</br>",wald);
 	      }
+	      fprintf(fichtm,"sqrt(W)=%8.3f</br>",wald);
 	      fprintf(fichtm,"[%12.7f;%12.7f]</br></td>", p[jk]-1.96*sqrt(matcov[jk][jk]),p[jk]+1.96*sqrt(matcov[jk][jk]));
 	      jk++; 
 	    }
@@ -13191,9 +13196,9 @@ Please run with mle=-1 to get a correct
     for(k=1; k<=i1;k++){ /* For any combination of dummy covariates, fixed and varying */
       if(i1 != 1 && TKresult[nres]!= k)
 	continue;
-      printf("\n#****** Result for:");
-      fprintf(ficrest,"\n#****** Result for:");
-      fprintf(ficlog,"\n#****** Result for:");
+      printf("\n# model %s \n#****** Result for:", model);
+      fprintf(ficrest,"\n# model %s \n#****** Result for:", model);
+      fprintf(ficlog,"\n# model %s \n#****** Result for:", model);
       for(j=1;j<=cptcoveff;j++){ 
 	printf("V%d=%d ",Tvaraff[j],nbcode[Tvaraff[j]][codtabm(k,j)]);
 	fprintf(ficrest,"V%d=%d ",Tvaraff[j],nbcode[Tvaraff[j]][codtabm(k,j)]);