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Figure 6
Absolute values of the rotational invariants [| B_n(q_1,q_2)|] and [| B_l(q_1,q_2)|] of orders n, l = 2, 4, 6 and 8, determined for model A in the 2D case (right) and 3D case (left). The invariants Bn(q1,q2) show features in the form of straight lines, which is a direct consequence of the fact that each [{\bf B}_n] is a matrix of rank 1. The invariants Bl(q1,q2) display more complex features since the respective matrix [{\bf B}_l] can have a rank higher than 1 (see Section 2.3[link]).

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