Sentence examples for difference differential from inspiring English sources

Bihari type inequalities have been widely studied because they can be applied in the theory of difference, differential and integral equations.

Evolution via genetic drift works much like evolution via natural selection, but with one key difference: differential survival and reproduction (the selection step described above) are caused, not by advantageous or disadvantageous traits, but by random chance.

The unknowns of engineering equations can be functions (difference, differential and integral equations), vectors (systems of linear or nonlinear algebraic equations) or real or complex numbers (single algebraic equations with single unknowns).

The Hyers-Ulam stability for functional, but also for difference, differential and integral equations, is a very quickly growing area of investigations (for more details and further references, see, e.g., [1 7]; examples of some recent results can be found in [8 20]).

The output of the Comparisons function is a list of regions meeting a maximum p-value (max p-value) and frequency difference (differential threshold) between the case and control groups.

In view of Nevanlinna theory, we study the growth and poles of solutions of some complex q-difference differential equations.

In this paper, we further investigate the growth of solution of some class of q-difference differential equation and obtain the following results.

From Theorem 1.10, we further study the growth of the solutions of a class of q-difference differential equation and obtain a result as follows.

In this paper, we generalize equation (1.7) and investigate the growth of solution of certain types of q-difference differential equations and obtain the following results.

The function (f z)=e^{z}+1) is a solution to the q-difference differential equation f' z)=f z -1, where (d=f z -1=1), (q=1), so that (d=n), (vert qvert =1).

In this paper, we continue to investigate the growth order of meromorphic solutions to certain types of complex q-difference differential equations and generalize Theorems A and B. Now, we state our results as follows.