Recent recognition of complex abiotic biotic feedbacks in nature has resulted in a convergence of approaches in ecology and geomorphology.
The term "biocomplexity" has emerged as a descriptor of the rich patterns of interactions and behaviors in human and natural systems, and the challenges of analyzing biocomplex behavior is resulting in a convergence of approaches leading to new ways of understanding these systems.
In the future, we anticipate that convergence of this approach with more established approaches to multicellular system control will lead to improved functional tissue formation in vitro and the possibility of transformative advances in regenerative medicine.
The fast and effective convergence of this approach helps to find the Optimal Operating Condition for the QSR of EPDS.
In [7], the authors investigated the Adomian decomposition method for solving a special class of DDEs and established the convergence of this approach.
We kept re-examining the candidates by performing more iterations using the same fusion order so that we can examine the convergence of our approach.
For experimental holograms with 30cm of propagation range, convergence of the approach is obtained after 10-15 iteration steps.
Communications is the industry sector of the future and it would benefit from a convergence of regulatory approaches.
The convergence of both approaches has been analyzed.
We review these developments and illustrate how the convergence of these approaches facilitates the construction of accurate biological models of both natural and engineered cellular systems.
The convergence of both approaches is shown and their accuracy is demonstrated by comparing the results with those for limit cases, i.e., skew plates with classical boundary conditions.
