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The results show that the relationships between variables are sufficiently linear (i.e., all p-values were less than 0.05).
Consequently, experimental results showing this behavior are rejected, though data points at the high temperature interval (450 585°C) are sufficiently linear to determine an acceptable paleointensity value.
However, an inversion of the direction of these trends was found above all on going from fresh samples to aged samples, while the trends seem to be sufficiently linear whenever only samples of different artificial ageing times are considered.
It is shown that the individual confidence intervals, as well as the joint confidence hyperellipsoid, both based upon the assumption that the model behaves sufficiently linear in the vicinity of the least squares estimates, give a distorted picture about the reliability of the parameter estimates.
The conditions to be fulfilled for applicability of the criterion are that the mathematical model has to be sufficiently linear in the parameters in the vicinity of the maximum likelihood (least squares) parameter estimates and that the unobservable experimental error is distributed according to N(O, Iσ2).
A maximum DL across concentrations of < 1 Cp was used to determine that a gene is sufficiently linear over the concentrations studied.
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The conjugacies are obtained by first considering sufficiently small linear and nonlinear perturbations of linear equations x′="A t)x.
In [25], they showed that a ρ-nonuniform exponential dichotomy is robust under sufficiently small linear perturbations.
We establish the existence of parameter dependence of roughness for the general exponential dichotomy on time scales under sufficiently small linear perturbation.
Moreover, we also discuss parameter dependence of roughness for the general exponential dichotomy on time scales under sufficiently small linear perturbation.
The section focuses on parameter dependence of roughness for the general exponential dichotomy on time scales under the sufficiently small linear perturbation.
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Justyna Jupowicz-Kozak
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