Sentence examples for between model and system from inspiring English sources

A one-dimensional transport model is proposed that is capable to reproduce the RTDs predicted by the depth-averaged model, and the relationship between model and system parameters is investigated using a combination of direct and inverse modeling approaches.

The COO provides an estimation of the system input by minimizing the error between model and system outputs through a controller of transfer functions (see Figure 10).

Is a realist construal of faithfulness threatened by the mapping between models and systems potentially being one-to-many or many-to-many?

Although a full specification of such states is impossible, very small errors in specifying such states lead to very small deviations between model and target system behaviors, at least for short times and good models.

But it is neither clear how this would work in the case of nonlinear systems in classical mechanics, nor how this would work for chaotic models in biology, economics and other disciplines.[4] Additionally, there is another potential problem that arises from thinking about the faithful model assumption, namely what is the relationship or mapping between model and target system?

Or is it a one-to-many relation (several different nonlinear models of the same target system or, potentially, vice versa) or a many-to-many relationship?[5] For many classical mechanics problems namely, where linear models or force functions are used in Newton's second law the mapping or translation between model and target system appears to be straightforwardly one-to-one.

This package of assumptions is known as the faithful model assumption (e.g., Bishop 2005), and, in its idealized limit the perfect model scenario it can license the (perhaps sloppy) slide between model talk and system talk (i.e., whatever is true of the model is also true of the target system and vice versa).

Consideration of exchange induced by this single mechanism allows specific relationships between model parameters and system properties like solute reactivity to be identified.

Mathematical models of this gene-protein network are therefore a good test case for assessing to what extent we can dissect the relationship between model parameters and system dynamics.

Communications in Mathematical Sciences 1, 715 762] provides a computational bridge between the underlying microscopic process model and system level numerical computations.

In this paper we represent a well-known RBAC model with software engineering tools such as Unified Modeling Language (UML) and Object Constraints Language (OCL) to reduce a gap between security models and system developments.