Sentence examples for values of the function from inspiring English sources

Differential, in mathematics, an expression based on the derivative of a function, useful for approximating certain values of the function.

This is because the values of the function over any region, no matter how small, determine all its derivatives, and hence they determine its power series.

We require that this be 0 at each of the interior points given the values of the function on the boundary, i.e., 1 on the horizontal boundaries and 0 on the vertical boundaries.

Corresponding to this infinitesimal increase, a function f(x) experiences an increase df = f′dx, which Leibniz regarded as the difference between values of the function f at two values of x a distance of dx apart.

This block consists of a Look-up Table (LUT) that stores 65536 values of the function.

Then approximate values of the function f ( z ) are computed from (52).

Furthermore, Theorem 3.2 holds for several values of the function ℓ.

So, at low values of, the function in (13) behaves like the logarithmic function.

These give approximations to the boundary values of the function g ( z ) from (50).

To the best of my knowledge there is no explicit formula to find the values of the function for.

They come up when values of the function on the boundary are connected to its value inside the domain.