Results suggest that the frequencies of minimum REV sizes of connectivity are close to Gaussian distribution in 0.0 12.0 mm and the REV size of approximately 10.0 mm is available to represent connectivity of translucent silica.
In this respect, percolation theory of complex networks [17] provides a valuable framework to characterize the presence and the size of the connectivity structures that are essential for the description of networks at the macroscopic level.
We chose a time scale of 30 generations as a trade-off between an optimal evolutionary times scale and computational constraints, considering the size of the connectivity matrix.
Reverberating synaptic activity and Up-states appear to be an emergent property of networks of a certain size and degree of connectivity [35], [51].
In contrast, when networks of the size and connectivity of the biological GRNs are constructed with randomly placed links, they display an exponential increase in feedback loops consisting of three or more genes, which number in the thousands.
The location of the habitat patches in the matrix seemed to be a more important factor than the habitat size in the estimation of connectivity.
Patch size and connectivity of patches influenced choice of migration routes (Figure 4).
Also, Galic et al. [59] analysed the effects of landscape structure on invertebrate populations and found that size and connectivity of habitat patches (source habitats) influenced the recovery of neighbouring depleted areas by immigrating individuals in a model population.
In addition, as the size and connectivity of the models increases, the complexity of the underlying differential equations also increases, limiting their use to only investigators trained in higher-level mathematics.
Herein, we employ state-of-the-art synchrotron X-ray imaging techniques to analyze the size and connectivity of the 3 D pore structure in individual FCC catalyst bodies, as well as the padding of their components.
