Sentence examples for cubic function from inspiring English sources

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.

Every solution of the cubic functional equation is said to be a cubic function.

Since the cubic function satisfies in this equation, so we promise that (1.5) is called a cubic functional equation and every solution will be called a cubic function.

Therefore, is a cubic function.

Finally, to prove the uniqueness of the cubic function subject to inequality (3.19), assume that there exists a cubic function which satisfies inequality (3.19).

To Prove the uniqueness of the cubic function C, assume that there exists a cubic function D : X → Y which satisfies (4).

A cubic function was found to give a good fit with an R2 of.679.

By Theorem 3.1, there exists a unique cubic function which satisfies the inequality (3.48).

Then there exists a unique cubic function which satisfying (1.5) and the inequality (3.32).

Then a mapping is called a cubic homomorphism if is a cubic function satisfying (1.4).

exists, for all and is a unique cubic function satisfying (1.6) and (325).