asymptotic
asymptotical

Sometimes an asymptotic past or future is not even available.

Though it is not known exactly how many moves must be made, there are some asymptotic results.

The time constant of this asymptotic rise is 0.8 day.

The asymptotic distribution can be further characterized in several different ways.

We can do four times as much and take care of asymptotic patients in a more efficient manner.

If this is the case, then we have the controlling factor of the asymptotic behavior.

And we know that the whole process is asymptotic.

The most common type of asymptotic expansion is a power series in either positive or negative terms.

In this case there is almost surely no asymptotic convergence.

However, universal measures of security are used much less frequently than asymptotic ones.

For large n, a number of asymptotic formulae are known.

If satisfies the above asymptotic conditions, then everything is consistent.

For additional applications of this method, see asymptotic gain model.

Repeated integration by parts will often lead to an asymptotic expansion.

Asymptotic freedom was believed to be an important characteristic of strong interactions.

Furthermore, the paper concerned itself with establishing its asymptotic time complexity.

There seems to be some sort of asymptotic phenomenon that takes over when we enlarge.

However rapidly it grew in the past, the asymptotic threshold remains the same.

The aim of the asymptotic approach is to simplify the object.

When the sample size is small, asymptotic results given by some traditional methods may not be valid.

In these cases, a simple asymptotic approximation may be preferable.

The growth rate of a group is a well-defined notion from asymptotic analysis.

In 1938, he developed his asymptotic phase and magnitude plots.

The star has reached the asymptotic giant branch of its evolution.

In 1976, he developed the technique known as the "asymptotic sieve".

It is particularly advantageous for solving trajectory planning problems and asymptotical setpoint following control.

In asymptotical analysis, he founded the theory of asymptotic analysis for differential equations with small parameter in the leading derivative.

However, in practice most implementations of non-parametric test software use asymptotical algorithms for obtaining the significance value, which makes the implementation of the test non-exact.

For All Practical Purposes (FAPP) is a pragmatic approach towards the problem of incompleteness of every scientific theory and the usage of asymptotical approximations.

This is acceptable in the study of recursion theory, which is interested in theoretical computability, but it is not reasonable for computational complexity theory, which studies which sets can be decided under certain asymptotical resource bounds.