Sentence examples for a steady network from inspiring English sources

Exact(1)

Currently, a steady network of about 80 experts participate in the network encompassing a wide variety of OSH professions, such as occupational physicians, hygienists, safety engineers, human movement scientists, health scientists, (neuro) psychologists, dermatologists, internists, lawyers and OSH legislation specialists.

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Some of Mr. Legere's greatest professional achievements include holding the position of CEO at Global Crossing, where the company maintained steady network operations of the first integrated global IP-based network, and leading AT&T's Asia group.

This is an important consideration for those constructing such networks since a steady-state network of 200 investigators must recruit and train about twenty new members per year to sustain itself.

This sets up a treadmilling cycle of polymerization at the edges, inward expansion, and depolymerization at the center which provides energy that drives a steady flow of network and cytosol that is stable.

Any state σ of a discrete time Boolean network may be modified to be a steady state of the network through application of the rule modifications listed in Table  2 if no node is regulated by every undamaged node in the network and if the future state of every node depends only on the current state of other nodes.

The company attributed the failure to an attack in which one or more hackers flooded a network with a steady stream of data, causing the network to become clogged.

Sunday fantasy drama "Once Upon a Time" has also been a steady performer for the network since its launch.

However, collapsing the limit cycle to its superset (see Methods) reduces the problem to that of a steady state of the network, and is therefore always successful.

As we shall show, in networks where no node is regulated by every undamaged node, this methodology and choice of interaction rule modifications can unambiguously fix any state to be a steady state of the network, including time-averaged representations of multi-state attractors.

Then any flux distribution v, which results a steady state into the network, can be described as a linear combination of the EFMs as v = E β,    β j ≥ 0 if EFM j is irreversible where the vector β weigths each of the elementary fluxes by a scalar.

This allows the simulation study of a steady-state gas network system to be efficiently and straight-forwardly conducted.

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