Sentence examples for approximations can be from inspiring English sources

This effectiveness depends on how precisely the raw data can be approximated and how precisely these approximations can be compared.

This approximation for utterance X i can be evaluated with the variance of μ ij as Var ( μ ij ) = 1 N ∑ j = 1 N ( μ ij - μ ij ¯ ) 2, and μ ij ¯ denotes the mean of μ ij in H i. As a matter of fact, many utterances need to be approximated with Equation 4, and these approximations can be evaluated as mean of Var(μ ij ) and variance of Var(μ ij ) for all utterances.

He proposes that if \(g\) is approximately true, then the proposition "approximately \(g\)" is true, so that "the improving precision of approximations can be an object of knowledge".

The equation can be solved exactly for an atom containing only a single electron (hydrogen), and very close approximations can be found for atoms containing two or three electrons (helium and lithium).

Here, several approximations can be considered.

Weak approximations can be seen in [7, 10, 11].

Nevertheless more approximations can be done to solve these equations.

In this paper, we show how exponential approximations can be rather easily designed.

We show here how exponential approximations can be rather easily designed.

The quality of matrix approximations can be assessed by the closeness of their eigenvalues and eigenvectors.

Both approximations can be used to determine confidence limits for the true prevalence.