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The relation between the NO2 levels estimated by means of the two models is nonlinear.
An appropriate statistical procedure for determining the parameters of the resulting models is nonlinear least squares.
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As the orbit dynamics and geomagnetic filed models are nonlinear, the UKF which is capable of addressing nonlinearities is adopted.
These models and the original fleet-level selective maintenance optimization models are nonlinear.
Since the obtained yaw dynamic models are nonlinear, a constrained nonlinear optimization problem is formulated for the parameter estimation.
In most cases, AUV models are nonlinear and affine in control, especially without modeling rudders and fins.
Both models are nonlinear.
Logistic regression coefficients cannot directly be interpreted on the scale of the data as models are nonlinear on the probability scale.
Some models are nonlinear (eg, nonmonotonic) at low doses.
The model is nonlinear due to the inherent nonlinearity of the intermolecular and electrostatic forces.
The model is nonlinear due to the inherent nonlinearity of the Casimir and electrostatic forces.
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