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Moreover, I show that the power-law polynomial function describes many hydrodynamics-based functional forms of activity metabolism; one such functional form is the exponential power-law function.
Nonetheless, the first-degree power-law polynomial function describes only one of many hydrodynamics-based functional forms of activity metabolism.
The exponential function describes the behavior of any quantity whose rate of change is proportional to its size.
Meanwhile, the squared-exponential covariance function describes functions that are infinitely differentiable, and are thus extremely smooth.
Thus, an ftype declaration for a function describes calls to the function, not the actual definition of the function.
The Point Spread Function describes the shape of the image produced on the detector by a delta function (point) source.
A social utility function describes how individuals deal with preference differences in the group.
A linear function describes the composition dependence and reproduces the simulated concentration profiles very well.
A tuning function describes the relative sensitivity of a neuron to variations along a particular stimulus dimension (e.g., orientation, frequency).
This potential function describes the combined effects of the gravitational attraction of Earth's mass and the centrifugal repulsion caused by the rotation of Earth about its axis.
The loss function describes both the plasmon phonon mode dispersion and their resonance linewidth very well as detailed in ref. 31.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com