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The model will be applied to studying air pollution phenomena (monitoring, forecasting, and scenarios) over Denmark.
However, the static nature of CSD does not mean it cannot be applied to studying dynamic network systems.
Furthermore, this novel method could be applied to studying a variety of temperature distribution problems in which temperatures are measured with different scales.
Beyond its simple intuitive nature, the power of the filter transfer function approach comes from the fact that it can in principle be applied to studying dynamic-error-suppression control protocols derived through any manner of analytic approach.
The presented model is generic and could also be applied to studying the translational dynamics of other particles with more complex architecture such as dendrites or chain-decorated nanoparticles.
In addition, we find that the above method can be applied to studying the existence of periodic solutions to neutral equations with p-Laplacian, Zhu and Lu [7] considered the following neutral equation with p-Laplacian: bigl varphi_{p}bigl[bigl u(t -cu t-sigma bigr)' bigr] bigr)'+gbigl(t -cu t-sigma bigrigr)bigr)=e(t -cu t-sigma bigr
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This method can be applied to study macroeconomic relationships when households and firms adjust their expectations concurrently with economic developments.
Therefore, the techniques of studying nonexpansive mappings can be applied to study more general strict pseudocontractions.
This technique can be applied to study colorless and color solutions.
Theorem 4.5 can be applied to study a facultative mutualism of two species.
Our approach can also be applied to study the lower semicontinuity of the weak solution mappings.
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