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We believe that these methods could easily be employed to study more generalized models with state-dependent feedback control.
Thus, the question is how to extend all analytical techniques developed in this paper to investigate more generalized models with state-dependent feedback control.
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But they shifted into a more generalized model around re-inventing business development between startups and brands.
Despite the deviations between predicted and measured results, this approach allows the development of a "more" generalized model, with "low" computational cost.
Fick's second law for one-dimensional diffusion, as shown in Eq. (1), is a special case of a more generalized model of diffusion where concrete is assumed to be a homogenous material; chloride concentration at the exposure surface is considered constant; no chemical or physical binding between the diffusing species and material occurs; and the effect of co-existing ions is constant.
Now, in order to give a more generalized model, we consider a neutral equation with time-dependent delay and compact almost automorphic parameters given by dot{x}(t) = -delta(t)x t) + p t) xbigl t-r(t) bigr)e^{-a(t)xbigl t-r} + eta(t)dot{x}bigr(t - r(t)bigr) + g(t).
We propose as future work to extend the theory to include a more generalized model of the sample that can account for factors such as diattenuation.
A more generalized model, which is applicable to almost all kinds of clinically significant polyps, deserves our great efforts in the future.
It was also found that results from the accepted kinetic rate law approximation significantly deviated from those obtained from the more generalized model in many cases that may be of physiological importance.
Then, a more generalized framework is described.
Our method can be also applied to more general models such as generalized linear models, including linear regression and other non-linear regression models with some modification.
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