i1 : loadPackage "SimplicialComplexes"; |
i2 : R = ZZ[a..f] o2 = R o2 : PolynomialRing |
i3 : D = simplicialComplex monomialIdeal(a*b*c,a*b*f,a*c*e,a*d*e,a*d*f,
b*c*d,b*d*e,b*e*f,c*d*f,c*e*f)
o3 = | def aef bdf bcf acf cde bce abe acd abd |
o3 : SimplicialComplex
|
i4 : faces(-1,D)
o4 = | 1 |
1 1
o4 : Matrix R <--- R
|
i5 : faces(0,D)
o5 = | a b c d e f |
1 6
o5 : Matrix R <--- R
|
i6 : faces(1,D)
o6 = | ab ac ad ae af bc bd be bf cd ce cf de df ef |
1 15
o6 : Matrix R <--- R
|
i7 : faces(2,D)
o7 = | abd abe acd acf aef bce bcf bdf cde def |
1 10
o7 : Matrix R <--- R
|
i8 : fVector D
o8 = HashTable{-1 => 1}
0 => 6
1 => 15
2 => 10
o8 : HashTable
|