To avoid sample contamination by the I.S., the SIL-protein has to be spiked at a relatively low level (<30-fold of detect limit in this study) and thus may limit the flexibility of method development.
In this paper, we develop a finite analytic method (FAMM), which combines flexibility of numerical methods and advantages of analytical solutions, to solve the mixed-form Richards' equation.
The use of parametric methods for estimating varying coefficient models are not favoured for estimation due to the lack of flexibility of these methods as well as the strong assumptions required which can lead to misspecification of the data and large bias [ 27, 34].
In addition, not limiting the number of nodes in each cluster enhances the practicality and flexibility of these methods.
Metal cleanliness requirements are becoming more striking, enforcing higher demands on the efficiency and flexibility of refining methods.
In this work an innovative numerical approach, combining the simplicity of low-order finite elements connectivity with the geometric flexibility of meshless methods, is extended to the elastostatic analysis of composite laminated plates.
The simulation of very soft granular matter based on deformable tetrahedral particle elements, as it might be useful for the simulation of e.g. silicon materials, is another example that emphasizes the flexibility of particle methods.
This strategy greatly increases the flexibility of our methods.
The flexibility of visual methods makes it easier for the researcher to take account of children's diversity (Hill, Laybourn, & Borland, 1996) and differences in age/developmental stages.
In this instance, the flexibility of the methods, the ability to delve into issues when individuals are willing and able to talk combined with the centering of seldom heard voices offset challenges.
