Sentence examples for a dynamic connection from inspiring English sources

Redefined by the new field of quantum biology, the soul could be the link that connects individuals to the universe, a dynamic connection that could explain how consciousness came about, and why the cosmos itself seems to mirror our own intelligence and creativity.

To overcome this problem, the image patch selector includes a dynamic connection network with the register matrix.

In this paper we propose a dynamic connection caching strategy which achieves a trade-off between bandwidth utilization and decreased signaling load.

Formation of imine bonds with the aldehyde group of TRIPOD and amine group of NH2-TPP and chitosan, as a dynamic connection, was approved by rheological analysis.

The article presents a dynamic connection admission control (CAC) and bandwidth reservation (BR) scheme for IEEE 802.16e Broadband Wireless Access networks to simultaneously improve the utilization efficiency of network resources and guarantee QoS for admitted connections.

Temporal changes in dissolved solute chemistry, particularly base cations (Na+, Ca2 + and Mg2 +), were statistically significant in the intermediate fen, likely a result of a dynamic connection between surficial waters and mineral-rich deep groundwater.

In fact, it was proposed that "independent of its mechanical strength, the filaments of the cytoskeleton form a continuous, dynamic connection between nearly all cellular structures, and they present an enormous surface area on which proteins and other cytoplasmic components can dock" [ 25].

They found that the directors of nursing had a less dense and more hierarchical and centralized network, and were more open to discussion with people outside their local clusters, compared with the more horizontal network of directors of medicine who had a more dynamic connection pattern among themselves.

In cases of adaptive networks in which some or all of the connection weights ω X,Y are dynamic, for a numerical representations dynamic connection weights also get a time argument: ω X,Y (t).

In this paper some methods to analyse such properties of temporal-causal network models will be described and illustrated for some example models, including a Hebbian learning model, and a model for dynamic connection strengths in social networks.

To model their dynamics, the dynamic connection weights are described by a difference or differential equation for Hebbian learning, which also can be based on a combination function and speed factor as above; for more details, see [47, 48].