OpenXM/src/kan96xx/Kan/usage.c - diff

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Diff for /OpenXM/src/kan96xx/Kan/usage.c between version 1.41 and 1.44

version 1.41, 2005/06/09 04:09:22

version 1.44, 2005/06/16 06:54:55

Line 1

/* $OpenXM: OpenXM/src/kan96xx/Kan/usage.c,v 1.40 2004/12/21 03:25:04 takayama Exp $ */

/* $OpenXM: OpenXM/src/kan96xx/Kan/usage.c,v 1.43 2005/06/16 06:21:21 takayama Exp $ */

#include <stdio.h>

#include "datatype.h"

#include "stackm.h"

Line 147 void Kusage2(fp,s)

fppp(fp," [(chattrs) num ] extension result-object \n");

fppp(fp," [(defaultPolyRing) num ] extension result-object \n");

fppp(fp," [(flush) ] extension null \n");

fppp(fp," [(getAttribute) obj key] extension value \n");

fppp(fp," [(getAttributeList) obj] extension attrList \n");

fppp(fp," [(getpid) ] extension result-integer \n");

fppp(fp," [(getenv) envName] extension valueOfEnvName \n");

fppp(fp," [(gethostname) ] extension myhostname \n");

Line 164 void Kusage2(fp,s)

Line 166 void Kusage2(fp,s)

fppp(fp," [(or_attrs) atr ] extension result-obj \n");

fppp(fp," [(outputObjectToFile) path obj] extension null \n");

fppp(fp," [(ostype)] extension list \n");

fppp(fp," [(setAttribute) obj key value] extension new-attributed-obj \n");

fppp(fp," [(setAttributeList) obj attrList] extension new-attributed-obj \n");

fppp(fp," [(read) fd size] extension string \n");

fppp(fp," [(regexec) regular_expression stringArray flags(opt)] extension list \n");

fppp(fp," [(regionMatches) string stringArray] extension list \n");

Line 172 void Kusage2(fp,s)

Line 176 void Kusage2(fp,s)

fppp(fp," [(unlink) fname] extension r\n");

/* fppp(fp," [(asir0) string] extension result-object \n"); */

fppp(fp,"See also plugin-* in ?? by [(plugin)] usages :: \n");

fppp(fp,"See also (extension-examples) usage :: \n");

}else if (strcmp(s,"file")==0) {

fppp(fp,"<< filename mode file fd >>\n");

fppp(fp,"string filename, mode; file fd;\n");

Line 237 void Kusage2(fp,s)

Line 242 void Kusage2(fp,s)

fppp(fp,"poly f1, ..., fn; poly g1, ..., gm;\n");

fppp(fp,"optional return value: matrix of poly backward-transformation, syzygy;\n");

fppp(fp,"Computation of the Groebner basis of f1,...,fn. The basis is {g1,...,gm}.\n");

fppp(fp,"Options: << (needBack), (needSyz), (reduceOnly),\n");

fppp(fp,"Options: << (needBack), (needSyz), (reduceOnly), (gbCheck),\n");

fppp(fp," (countDown) number (StopDegree) number, (forceReduction)>>\n");

fppp(fp,"Flags:<< [(ReduceLowerTerms) 1] system_variable >>\n");

fppp(fp," << [(AutoReduce) 0] system_variable >>\n");

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