Compared to other similar approaches an iterative procedure for the imposition of the most appropriate thermal boundary conditions is proposed.
Therefore, the presence of potentially hybrid-derived lineages between R. mucronata and R. stylosa, though few, raise doubts on the integrity of these two species and the most appropriate species boundary applicable to them.
According to [13] the most appropriate way to solve a boundary value problem (BVP) is by calculating its Green's function and by means of the integral expression, it is also possible obtain some additional qualitative information about the solutions of the considered problem, such as their sign, oscillation properties, a priori bounds or their stability.
We study genetic patterns between regional populations to determine a) levels of cryptic diversity, b) the invasive or native status of each regional population and c) the most appropriate sampling design for identifying the boundaries of each evolutionary unit.
We used absorbing (i.e. lethal) boundaries because they are most appropriate for modelling passive dispersal (Burton and Travis 2008).
In addition, these were the interventions deemed most appropriate to the process improvement expert panel within the boundaries of time and money.
The thermal boundary conditions have been thoroughly analysed searching for the most appropriate expressions for this particular case instead of using inadequate mean values obtained from bibliography.
To assume such a simplification of reality, the dual boundary element (DBE) formulation for assessing the acoustic efficiency arises as the most appropriate strategy involving BE to avoid drawbacks associated with the exclusive implementation of the standard formulation (SBE).
Alternative forms of the two-dimensional eigenvalue problem are reviewed, alongside a discussion of appropriate boundary conditions and numerical methods for the accurate and efficient recovery of the most interesting window of the global eigenspectrum.
Thus, a major aim of DRG systems is forming group boundaries that are associated with legitimate differences in cost/resource consumption when the most appropriate treatment is used.
