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Thus, it is natural that Equation (1.2) is called a cubic functional equation and every solution of this cubic functional equation is said to be a cubic function.
It is easy to see that the function is a solution of the functional equation (1.3) Thus, it is natural that (1.3) is called a cubic functional equation and every solution of the cubic functional equation is said to be a cubic function.
Every solution of the cubic functional equation is said to be a cubic function.
(3) where (f(x)) is chosen to be a cubic function of the form (f(x) = cx + dx^{3}).
Indeed the model is highly reminiscent of the famous FHN model, in which the voltage nullcline is taken to be a cubic function.
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Therefore, is a cubic function.
Then a mapping is called a cubic homomorphism if is a cubic function satisfying (1.4).
Higher wind speeds in turn may produce large kinetic energy because it is a cubic function of wind speed.
This is in contrast to conventional constrained dynamics algorithms whose cost is a cubic function of the number of degrees of freedom.
Given that (mathcal {R}^{mathrm {U}}(psi)) is a cubic function of ψ, we consider the cases depending on a sign of a and location of poles ψ D1,ψ D2 to determine ψ ⋆.
While the conventional equalizer has to suffer from the complexity order of (mathcal {O}(N^{3})), which is the highest cost compared with other techniques, our technique has the order of (mathcal {O}(7/3q^{3}N)), which is a cubic function of parameter q.
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CEO of Professional Science Editing for Scientists @ prosciediting.com