This key is present in every gaussianRingData that comes from a graph. It is equal to the value of the optional input gaussianRing(...,lVariableName=>...).
i1 : U = graph {{1,2},{2,3}}
o1 = Graph{1 => {2} }
2 => {1, 3}
3 => {2}
o1 : Graph
|
i2 : B = bigraph{{4,5}}
o2 = Bigraph{4 => {5}}
5 => {4}
o2 : Bigraph
|
i3 : D = digraph {{1,4}}
o3 = Digraph{1 => {4}}
4 => {}
o3 : Digraph
|
i4 : R1 = gaussianRing B o4 = R1 o4 : PolynomialRing |
i5 : R2 = gaussianRing D o5 = R2 o5 : PolynomialRing |
i6 : R3 = gaussianRing U o6 = R3 o6 : PolynomialRing |
i7 : R4 = gaussianRing mixedGraph(U,B,D) o7 = R4 o7 : PolynomialRing |
i8 : R1.gaussianRingData
o8 = HashTable{compU => {} }
compW => {4, 5}
kVar => k
lVar => l
nn => 2
pVar => p
sVar => s
o8 : HashTable
|
i9 : R2.gaussianRingData
o9 = HashTable{compU => {} }
compW => {1, 4}
kVar => k
lVar => l
nn => 2
pVar => p
sVar => s
o9 : HashTable
|
i10 : R3.gaussianRingData
o10 = HashTable{kVar => k}
nn => 3
sVar => s
o10 : HashTable
|
i11 : R4.gaussianRingData
o11 = HashTable{compU => {1, 2, 3}}
compW => {4, 5}
kVar => k
lVar => l
nn => 5
pVar => p
sVar => s
o11 : HashTable
|