For n⩾4, k≠4, optimal examples of (n×n)/k semi-Latin squares with k⩾n have been identified only in the case where k is a multiple of n−1 such that there exists a set of k mutually orthogonal Latin squares of order n.
In addition, the approach is demonstrated on a design optimization example for optimal intonation.
For example, the optimal model of the mean 1D conductivity profile would minimize the lateral conductivity contrast, which could yield a better-conditioned system of equations (Avdeev 2005).
Philips EBW2.0 and ISP5.02 workstations upscale low-count images, but the result is not always optimal, for example, in the case of low counts in one part and more counts in another part of an image.
Third, an optimal design example is shown and discussed numerically.
This suggests that a BSA alternative not inducing cytokine release would be optimal, for example when comparing adipokine/cytokine release from specific adipose tissue depots [ 18].
Such perspectives were not necessarily optimal – for example, in terms of the timescale considered – for the public health sector and much work still lay ahead to better integrate climate change and health research.
For optimal design examples using the developed framework, a simplified cross-section model based on the KARI SUAV TRS4 composite wing is considered as an initial model.
Optimal design examples were solved for various acoustical and thermal design requirements, and the physical characteristics of an optimal muffler obtained using the proposed approach in the present study were compared with those of a well-known existing design.
