Sentence examples for forms and parameter from inspiring English sources

As far as possible, functional forms and parameter values are determined or estimated from experimental data.

In addition, future work must not only provide a better understanding of the forms and parameter values of the density-dependent processes that need to be included in the model to explain data in different communities, but must also show how these functions may, in turn, interact with different interventions in order to govern the specificity of the parasite population response to control.

With the consideration of coal wall and floor characteristics, the forms and parameters of the auxiliary components for coal wall protection and bottom lift were determined.

Through this framework, analytical functional forms and parameters describing cohesive laws for both normal and shear traction as a function of the mode-mixity of the loading and crack opening displacement are predicted.

Following the restrictions implied by Assumptions 1-6, generacceptedepted by the literature, we start by assuming a set of functional forms and parameters for the key elements of the model and draw conclusions on the link between hospital characteristics and their respective waiting time distributions.

For example, the choice of both functional forms and parameters for curves to model progression-free survival and overall survival in the economic evaluations of drugs for renal cell carcinoma, for lenalidomide for multiple myeloma, and for sorafenib for hepatocellular carcinoma for the National Institute for Health and Clinical Excellence NICEE) in the UK [ 1- 3] were subject to much debate.

The model is used to identify urban growth mechanisms in the various historical phases since 1986, to retrieve urban growth policies needed to implement the desired (planned) urban form in 2020, and to simulate urban growth scenarios until 2049 based on the urban form and parameter set in 2020.

However, the mechanistic details of such modules are often unknown: there is uncertainty about the motif architecture as well as the functional form and parameter values when converted to ordinary differential equations (ODEs).

The layout form and parameters of blasting holes need to be optimized for the specific geological conditions.

Therefore, we introduce our earlier model, (Eq. 3) (Ochoo et al. 2012), whose form and parameters are consistent with the NPs' absorption bandwidth behavior.

This study proposes GMDH, an evolutionary algorithm, to find the optimal functional form and parameters simultaneously those describe the power distribution accurately.