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That many more lines showed perturbed behavior than sterility indicates that the observed insensitivity of fertility to GAL4/UAS-fru MIR manipulations is also not simply due to a general ineffectiveness of the RNAi, although it is nonetheless possible that the neurons important for fertility are particularly refractive to the RNAi.
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Biologically plausible models describe normal and xenobiotic-perturbed behaviors that can be distinguished using biomarkers.
It will be essential to understand how to enhance or induce regeneration in a controlled fashion that can prevent maladaptive outcomes arising from perturbed cell behavior.
From both the theoretical and computational points of view, singularly perturbed problems and asymptotic behavior of the Navier-Stokes equations with small viscosity when the boundary is either characteristic or non-characteristic have been well studied; see, e.g., [1 6].
Because of the existence of nonlinear terms in the aeroelastic equations, due to the large deformation behavior, the perturbed dynamic equations have been established about the nonlinear static equilibrium to capture the flutter boundaries.
We present the chaotic behavior of the perturbed system in "Chaos in the perturbed system" and "Conclusions" sections are kept for conclusions.
Considering an external periodic perturbation, we study the chaotic behaviors of the perturbed FMKP equation through quasiperiodic route to chaos in the mentioned plasmas.
This framework is general because it applies (i) to any biological function expressible in the temporal logic LTL, an expressive language for specifying dynamical behaviors widely used in computer science and engineering, and (ii) to any perturbation set, provided that the behaviors of the perturbed system can be obtained as numerical timed traces, for example by numerical integration of ODEs.
Before the concluding section, we discuss the chaotic behavior of the perturbed FMKP equation.
The parameter q significantly affects the chaotic behavior of the perturbed FMKP equation.
This section is devoted to an investigation of the Hölder behavior of the perturbed optimal value mappings for problem (2.1).
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