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

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Diff for /OpenXM/src/kan96xx/Kan/usage.c between version 1.18 and 1.22

version 1.18, 2003/08/22 11:47:03

version 1.22, 2003/08/26 12:46:05

Line 1

/* $OpenXM: OpenXM/src/kan96xx/Kan/usage.c,v 1.17 2003/08/21 04:45:40 takayama Exp $ */

/* $OpenXM: OpenXM/src/kan96xx/Kan/usage.c,v 1.21 2003/08/26 07:42:52 takayama Exp $ */

#include <stdio.h>

#include "datatype.h"

#include "stackm.h"

Line 152 void Kusage2(fp,s)

fppp(fp," [(getchild)] extension listOfPid (generated by forkExec)\n");

fppp(fp," [(keywords) ] extension array-of-names-of-primitives \n");

fppp(fp," [(nobody) ] extension null \n");

fppp(fp," [(newMatrix) m n] extension mat \n");

fppp(fp," [(newVector) m ] extension vec \n");

fppp(fp," [(getUniqueFileName) path] extension newName \n");

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

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

Line 177 void Kusage2(fp,s)

Line 179 void Kusage2(fp,s)

fppp(fp," [(isReducible) poly1 poly2 ] gbext integer \n");

fppp(fp," [(lcm) poly1 poly2] gbext poly \n");

fppp(fp," [(grade) poly1 ] gbext integer \n");

fppp(fp," [(ord_ws_all) fv wv] gbext integer \n");

fppp(fp," [(mod) poly1 universalNumber] gbext poly \n");

fppp(fp," poly = poly1 mod universalNumber where char=0 and \n");

fppp(fp," poly and poly2 belong to a same ring.\n");

Line 187 void Kusage2(fp,s)

Line 190 void Kusage2(fp,s)

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");

Line 232 void Kusage2(fp,s)

Line 236 void Kusage2(fp,s)

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

fppp(fp,"<< f homogenize g >>\n");

fppp(fp,"poly f,g;\n");

fppp(fp,"array of poly f,g;\n");

fppp(fp,"array of poly f,g;\n\n");

fppp(fp,"[(degreeShift) (value)] homogenize [shiftD shiftUV]\n");

fppp(fp,"[(degreeShift) (reset)] homogenize [null null]\n");

fppp(fp,"[(degreeShift) shiftD ] homogenize [shiftD shiftUV]\n");

fppp(fp,"[(degreeShift) [shiftD shiftUV]] homogenize [shiftD shiftUV]\n");

fppp(fp,"[(degreeShift) [ ] fv] homogenize hfv\n");

fppp(fp,"[(degreeShift) shiftD fv] homogenize hfv\n");

fppp(fp,"[(degreeShift) [shiftD shiftUV] fv] homogenize hfv\n");

fppp(fp,"shiftD : degree shift vector for (0,1)-h homogenization\n");

fppp(fp,"shiftUV : degree shift vector for (-1,1)-s homogenization (internal for ecart.)\n");

fppp(fp,"fv : polynomial or vector of polynomials.\n");

fppp(fp,"Example: [(x) ring_of_differential_operators 0] define_ring\n");

fppp(fp," [(degreeShift) [[1 0] [0 1]] [(x+1). (Dx+1).]] homogenize ::\n");

fppp(fp," [(degreeShift) (value)] homogenize ::\n");

fppp(fp,"Note. min of ord (-1,1)[0,1] is min {-1,1, 1+1,1+0} = -1 =m \n");

fppp(fp," Degree of H is b-a+v(i)-m where v=[0,1]\n");

fppp(fp,"Side effects: It changes h-degree shift vector and s-degree shift vector\n");

fppp(fp," in homogenizeObject_go(), which is called from ecart division codes\n");

fppp(fp," as well as the function homogenize.\n");

fppp(fp,"DegreeShift is automatically reset when set_up_ring is called.\n");

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

fppp(fp,"<< a b idiv a/b >>\n");

fppp(fp,"int a,b,a/b;\n");

Line 257 void Kusage2(fp,s)

Line 280 void Kusage2(fp,s)

fppp(fp,"Example: (x+1). [0 1 1 1] init :: cf. weightv \n\n");

fppp(fp,"<< fv weight_vector init h >>\n");

fppp(fp,"<< fv [weight_vector shift_vector] init h >>\n");

fppp(fp,"<< fv init h >> or << hv [ ] init h >>\n");

fppp(fp,"fv is a polynomial or a vector of polynomials.\n");

fppp(fp,"h is the initial term with respect to the weight vector and the shift vector\n");

fppp(fp,"if they are given.\n");

fppp(fp,"Note: the last x variable is always assumed to be the vector index.\n");

fppp(fp,"Example: [(x,y) ring_of_differential_operators 0] define_ring\n");

fppp(fp," [(x^2*Dx^2+2*x*Dx+x). (Dx+x).] [[(Dx) 1 (x) -1] weightv [0 -1]] init ::\n");

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