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Bulloch, K. et al. CD11c/EYFP transgene illuminates a discrete network of dendritic cells within the embryonic, neonatal, adult, and injured mouse brain.
Discrete network design problem (DNDP) is generally formulated as a bi-level programming.
This discrete network model reconstructed the distribution, development scale, extension direction and cutting relationship of structural fractures in 3D space.
We propose a novel scheme to achieve synchronization tracking of uncertain discrete network with spatiotemporal chaos behaviors.
We analyze the dispersion of elastic waves in periodic beam networks based on second order gradient models obtained by the homogenization of the initially discrete network.
A discrete network of springs is used to model the failure of a craze in front of a crack under small-scale yielding conditions.
The discrete network design problem deals with the selection of link additions to an existing road network, with given demand from each origin to each destination.
Then, the second phase employs a series of discrete network design problem (DNDP) to find a variety of critical combination scenarios.
In this work, the traditional method of sliding mode control is firstly modified for researching conveniently the synchronization tracking of uncertain discrete network.
The theory of general decomposition presented in this paper is the most general known theory of the binary, multi-valued and symbolic sequential and combinational discrete network structures.
To tackle the combinatorial complexity arising from this combined treatment of discrete network capacity and connectivity settings, an integrated Lagrangian relaxation and tabu search solution method is developed.
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