We compute the simplicial complex associated to a square free monomial ideal in k+1 variables whose n generators we choose randomly among the square free monomials.
i1 : setRandomSeed "nice example 2"; |
i2 : C=randomSimplicialComplex(7,20) 8 24 34 21 3 o2 = ZZ <-- ZZ <-- ZZ <-- ZZ <-- ZZ 0 1 2 3 4 o2 : ChainComplex |
i3 : prune HH C 1 o3 = 0 : ZZ 1 : 0 2 : 0 1 3 : ZZ 4 : 0 o3 : GradedModule |