“…As we may see from equation (23), for N → ∞, ϑ -1 N, K, 1 2 goes to zero exponentially for K constant. However, if K grows with N in such a way that the product N φ (K) remains constant as N grows, we may obtain values for equation (23) throughout the range 0 < ϑ -1 N, K, 1 2 ≤ 1. From equation (10), Ψ is a many-to-one function in the case where ϑ -1 N, K, 1 2 ≈ 0, and an injective function if and only if ϑ -1 N, K, 1 2 1.…”