i1 : loadPackage "SimplicialComplexes"; |
i2 : R = ZZ[a..d]; |
i3 : simplex = simplicialComplex{a*b*c*d}
o3 = | abcd |
o3 : SimplicialComplex
|
i4 : sphere = boundary simplex o4 = | bcd acd abd abc | o4 : SimplicialComplex |
i5 : fVector sphere
o5 = HashTable{-1 => 1}
0 => 4
1 => 6
2 => 4
o5 : HashTable
|
i6 : fVector simplex
o6 = HashTable{-1 => 1}
0 => 4
1 => 6
2 => 4
3 => 1
o6 : HashTable
|
i7 : R = ZZ[a..g]; |
i8 : D = simplicialComplex{a*b*c,a*d,d*f,g*c,e,f*g}
o8 = | fg cg df e ad abc |
o8 : SimplicialComplex
|
i9 : E = boundary D o9 = | g f d bc ac ab | o9 : SimplicialComplex |
i10 : fVector D
o10 = HashTable{-1 => 1}
0 => 7
1 => 7
2 => 1
o10 : HashTable
|
i11 : fVector E
o11 = HashTable{-1 => 1}
0 => 6
1 => 3
o11 : HashTable
|