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Diff for /OpenXM/src/kan96xx/Kan/usage.c between version 1.26 and 1.29

version 1.26, 2003/12/03 01:21:43 version 1.29, 2004/07/30 11:21:55
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 /* $OpenXM: OpenXM/src/kan96xx/Kan/usage.c,v 1.25 2003/11/20 09:20:36 takayama Exp $ */  /* $OpenXM: OpenXM/src/kan96xx/Kan/usage.c,v 1.28 2004/05/13 04:38:28 takayama Exp $ */
 #include <stdio.h>  #include <stdio.h>
 #include "datatype.h"  #include "datatype.h"
 #include "stackm.h"  #include "stackm.h"
Line 99  void Kusage2(fp,s)
Line 99  void Kusage2(fp,s)
     fppp(fp,"           map, orderMatrix, error, \n");      fppp(fp,"           map, orderMatrix, error, \n");
     fppp(fp," or [(class) (class-name)].\n");      fppp(fp," or [(class) (class-name)].\n");
     fppp(fp,"The primitive reports and converts the data type of obj.\n");      fppp(fp,"The primitive reports and converts the data type of obj.\n");
       fppp(fp,"Special combinations of obj and keyword.\n");
       fppp(fp,"   ring (oxRingStructure) data_conversion list\n");
     fppp(fp,"Example: (2) (integer) data_conversion ===> 2\n");      fppp(fp,"Example: (2) (integer) data_conversion ===> 2\n");
   }else if (strcmp(s,"def")==0 || strcmp(s,"set")==0) {    }else if (strcmp(s,"def")==0 || strcmp(s,"set")==0) {
     fppp(fp,"<< /name object def >>  or  << object /name set >>\n");      fppp(fp,"<< /name object def >>  or  << object /name set >>\n");
Line 178  void Kusage2(fp,s)
Line 180  void Kusage2(fp,s)
     fppp(fp,"array of objects obj1;");      fppp(fp,"array of objects obj1;");
     fppp(fp,"The first element of the obj1 should be the key word tag.\n");      fppp(fp,"The first element of the obj1 should be the key word tag.\n");
     fppp(fp,"<< gbext >> is used to call auxiliary functions for g-basis computation. \n");      fppp(fp,"<< gbext >> is used to call auxiliary functions for g-basis computation. \n");
       fppp(fp,"  [(divByN) poly1 n(universalNumber)] gbext [qpoly rpoly] \n");
       fppp(fp,"     where poly1 = n*qpoly+rpoly.\n");
       fppp(fp,"     (see also cancelCoeff) \n");
       fppp(fp,"  [(exponents) poly type ] gbext array \n");
       fppp(fp,"    example: type == 0    x,y,Dx,Dy\n");
       fppp(fp,"             type == 1    x,y,h,Dx,Dy,H\n");
       fppp(fp,"             type == 2    x,y,Dx,Dy,h  --- default.\n");
       fppp(fp,"  [(grade) poly1 ] gbext integer \n");
       fppp(fp,"  [(isConstant) poly] gbext bool \n");
       fppp(fp,"  [(isConstantAll) poly] gbext bool \n");
       fppp(fp,"  [(isOrdered) poly] gbext poly \n");
     fppp(fp,"  [(isReducible) poly1 poly2 ] gbext integer \n");      fppp(fp,"  [(isReducible) poly1 poly2 ] gbext integer \n");
     fppp(fp,"  [(lcm) poly1 poly2] gbext poly \n");      fppp(fp,"  [(lcm) poly1 poly2] gbext poly \n");
     fppp(fp,"  [(grade) poly1 ] gbext integer \n");      fppp(fp,"  [(lcoeff) poly] gbext poly \n");
     fppp(fp,"  [(ord_ws_all) fv wv] gbext integer \n");      fppp(fp,"  [(lmonom) poly] gbext poly \n");
     fppp(fp,"  [(mod) poly1 universalNumber] gbext poly \n");      fppp(fp,"  [(mod) poly1 universalNumber] gbext poly \n");
     fppp(fp,"          poly = poly1 mod universalNumber where char=0 and \n");      fppp(fp,"          poly = poly1 mod universalNumber where char=0 and \n");
     fppp(fp,"          poly and poly2 belong to a same ring.\n");      fppp(fp,"          poly and poly2 belong to a same ring.\n");
       fppp(fp,"  [(ord_ws_all) fv wv] gbext integer \n");
       fppp(fp,"  [(reduceContent) poly] gbext [poly c] \n");
     fppp(fp,"  [(tomodp) poly1 ring] gbext poly, char(ring)>0. \n");      fppp(fp,"  [(tomodp) poly1 ring] gbext poly, char(ring)>0. \n");
     fppp(fp,"          poly = poly1 mod char(ring) where poly belongs to ring.\n");      fppp(fp,"          poly = poly1 mod char(ring) where poly belongs to ring.\n");
     fppp(fp,"  [(tomod0) poly1 ring] gbext poly, char(ring)=0. \n");      fppp(fp,"  [(tomod0) poly1 ring] gbext poly, char(ring)=0. \n");
     fppp(fp,"  [(divByN) poly1 n(universalNumber)] gbext [qpoly rpoly] \n");  
     fppp(fp,"     where poly1 = n*qpoly+rpoly.\n");  
     fppp(fp,"     (see also cancelCoeff) \n");  
     fppp(fp,"  [(isConstant) poly] gbext bool \n");  
     fppp(fp,"  [(isConstantAll) poly] gbext bool \n");  
     fppp(fp,"  [(lcoeff) poly] gbext poly \n");  
     fppp(fp,"  [(lmonom) poly] gbext poly \n");  
     fppp(fp,"  [(schreyerSkelton) array_of_poly] gbext array \n");      fppp(fp,"  [(schreyerSkelton) array_of_poly] gbext array \n");
     fppp(fp,"  [(toes) array_of_poly] gbext poly \n");      fppp(fp,"  [(toes) array_of_poly] gbext poly \n");
     fppp(fp,"  [(toe_) poly] gbext poly   \n");      fppp(fp,"  [(toe_) poly] gbext poly   \n");
     fppp(fp,"  [(toe_) array_of_poly] gbext poly   cf. toVectors \n");      fppp(fp,"  [(toe_) array_of_poly] gbext poly   cf. toVectors \n");
     fppp(fp,"  [(isOrdered) poly] gbext poly \n");  
     fppp(fp,"  [(reduceContent) poly] gbext [poly c] \n");  
   }else if (strcmp(s,"get")==0) {    }else if (strcmp(s,"get")==0) {
     fppp(fp,"<< [f0 f1 ... fn] k get fk >>\n");      fppp(fp,"<< [f0 f1 ... fn] k get fk >>\n");
     fppp(fp,"integer k;");      fppp(fp,"integer k;");
Line 328  void Kusage2(fp,s)
Line 334  void Kusage2(fp,s)
   }else if (strcmp(s,"oxshell") == 0) {    }else if (strcmp(s,"oxshell") == 0) {
     fppp(fp,"<< cmds oxshell result >>\n"); /*:*/      fppp(fp,"<< cmds oxshell result >>\n"); /*:*/
     fppp(fp,"cmds is an array of strings.\n");      fppp(fp,"cmds is an array of strings.\n");
           KoxShellHelp((char *)NULL,fp);
   }else if (strcmp(s,"pop")==0) {    }else if (strcmp(s,"pop")==0) {
     fppp(fp,"<< obj pop >>  \n"); /*:*/      fppp(fp,"<< obj pop >>  \n"); /*:*/
     fppp(fp,"It removes the obj from the stack.\n");      fppp(fp,"It removes the obj from the stack.\n");

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  Added in v.1.29

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