Sentence examples for interacting systems from inspiring English sources

In Kochen's words: "The basic change in the classical framework which we advocate lies in dropping the assumption of the absoluteness of physical properties of interacting systems… Thus quantum mechanical properties acquire an interactive or relational character".

These values provide guidelines for kinetic models of interacting systems.

Soil structure interacting systems are modeled with effective period, effective damping and effective ductility values differing from fixed-base case.

To organize the discussion, isolated systems, where the energy spectra are discrete, will be treated first followed by interacting systems, where energy spectra are continuous.

As opposed to "In the Sum of the Parts, There are Only the Parts," organisms are hierarchically organized and interacting systems of modular forms from molecules to populations.

CEST assumes that all people, including entrepreneurs, process information by two bi-directional, interacting systems; that is, the rational (analytical) and experiential (intuitive) systems.

A Skype-like system has been presented to exemplify the modeling of interacting systems using pcb-statecharts and the benefits were discussed.

These results are in qualitative agreement with recent theoretical models, which predict that T B SP H) is a monotonically decreasing function for interacting systems.

The identical interaction patterns and similar ionic species were also found in the ESI-MS spectra of the interacting systems, involving both complex 1 and 3. Figure 4 ESI-MS spectra of interacting systems, involving the Cu II) complexes, L-cysteine, and reduced glutathione.

Fraser argues, first, that the representations for free and interacting systems are unavoidably unitarily inequivalent, and second, that the representation for an interacting system does not have the minimal properties that are needed for any particle interpretation e.g.g

On the other hand, one might also expect that as in general, the Bose-Hubbard Hamiltonian is non-integrable, that outside the special cases of strong interactions and non-interacting systems, thermalization would essentially always occur.