Defines a Poset $P$ to be a cell order on the MomentGraph $G$. Overwrites if there was one already defined on $G$.
i2 : PP3 = projectiveSpace 3 o2 = a GKM variety with an action of a 4-dimensional torus o2 : GKMVariety |
i3 : cellOrder PP3 stdio:3:1:(3): error: no cell order defined on this moment graph |
i4 : V = (momentGraph PP3).vertices o4 = {set {0}, set {1}, set {2}, set {3}} o4 : List |
i5 : P = poset(V, {{V_0,V_1},{V_1,V_2},{V_2,V_3}}) o5 = P o5 : Poset |
i6 : cellOrder(momentGraph PP3, P) |
i7 : cellOrder PP3 o7 = P o7 : Poset |