Changeset f9b430 in git
- Timestamp:
- Jul 1, 2010, 4:20:18 PM (13 years ago)
- Branches:
- (u'jengelh-datetime', 'ceac47cbc86fe4a15902392bdbb9bd2ae0ea02c6')(u'spielwiese', 'a800fe4b3e9d37a38c5a10cc0ae9dfa0c15a4ee6')
- Children:
- 543deab35d35b991918d51d50605b76536e1c1da
- Parents:
- a15000c3a4796528e68ed866058804cdf1e3aa8d
- Location:
- Singular
- Files:
-
- 4 edited
Legend:
- Unmodified
- Added
- Removed
-
Singular/LIB/all.lib
ra15000c rf9b430 17 17 LIB "algebra.lib"; 18 18 LIB "arcpoint.lib"; 19 LIB "assprime.lib"; 19 20 LIB "atkins.lib"; 20 21 LIB "brnoeth.lib"; … … 50 51 LIB "modstd.lib"; 51 52 LIB "mondromy.lib"; 53 LIB "monomial.lib"; 52 54 LIB "mprimdec.lib"; 53 55 LIB "mregular.lib"; … … 68 70 LIB "redcgs.lib"; 69 71 LIB "reesclos.lib"; 72 LIB "resbin.lib"; 70 73 LIB "resgraph.lib"; 71 74 LIB "resolve.lib"; -
Singular/LIB/monomial.lib
ra15000c rf9b430 9 9 @* E.Garcia-Llorente, evgarcia@ull.es 10 10 @* Ph.Gimenez, pgimenez@agt.uva.es 11 11 12 OVERVIEW: 12 13 A library for computing a primary and the irreducible decompositions of a … … 15 16 monomial to make some computations that are Grobner free in this case 16 17 (radical, intersection, quotient...). 18 17 19 PROCEDURES: 18 20 isMonomial(id); checks whether an ideal id is monomial -
Singular/LIB/resbin.lib
ra15000c rf9b430 2 2 //////////////////////////////////////////////////////////////////////////// 3 3 version="$Id: resbin.lib$"; 4 category=" Resolution of singularities";4 category="Commutative algebra"; 5 5 info=" 6 6 LIBRARY: resbin.lib Combinatorial algorithm of resolution of singularities … … 11 11 @* G. Pfister, pfister@mathematik.uni-kl.de 12 12 13 SEE ALSO: resolve_lib 14 13 15 PROCEDURES: 14 16 BINresol(J); computes a E-resolution of singularities of (J) (THE SECOND PART IS NOT IMPLEMENTED YET) 15 17 Eresol(J); computes a E-resolution of singularities of (J) in char 0 16 17 18 determinecenter(L1,L2,c,n,Y,a,mb,flag,control3); computes the next blowing-up center 18 19 19 Blowupcenter(L1,id,m,L2,c,n,h); makes the blowing-up 20 20 Nonhyp(Coef,expJ,sJ,n,flag,sums); computes the ideal generated by the non hyperbolic generators of expJ -
Singular/singular-libs
ra15000c rf9b430 8 8 9 9 SLIB0 = absfact.lib ainvar.lib aksaka.lib alexpoly.lib algebra.lib \ 10 arcpoint.lib atkins.lib brnoeth.lib cimonom.lib classify.lib \ 10 arcpoint.lib assprime.lib atkins.lib brnoeth.lib \ 11 cimonom.lib classify.lib \ 11 12 compregb.lib control.lib crypto.lib curvepar.lib decodegb.lib \ 12 13 deform.lib elim.lib equising.lib finvar.lib general.lib gmspoly.lib \ … … 14 15 homolog.lib hyperel.lib inout.lib intprog.lib jacobson.lib \ 15 16 kskernel.lib latex.lib linalg.lib lll.lib makedbm.lib \ 16 matrix.lib modstd.lib mondromy.lib mprimdec.lib mregular.lib \ 17 matrix.lib modstd.lib mondromy.lib monomial.lib \ 18 mprimdec.lib mregular.lib \ 17 19 noether.lib normal.lib normaliz.lib ntsolve.lib phindex.lib \ 18 20 pointid.lib poly.lib \ 19 21 polymake.lib presolve.lib primdec.lib primitiv.lib qhmoduli.lib \ 20 22 random.lib \ 21 realrad.lib redcgs.lib reesclos.lib resgraph.lib resolve.lib \ 23 realrad.lib redcgs.lib reesclos.lib resbin.lib \ 24 resgraph.lib resolve.lib \ 22 25 reszeta.lib ring.lib rinvar.lib rootsmr.lib rootsur.lib \ 23 26 sagbi.lib sheafcoh.lib sing.lib sing4ti2.lib signcond.lib \
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