Sentence examples for converging I from inspiring English sources

Exact(3)

A false strabismus may be seen in children as the result of prominent skin folds in the nasal portion of the eyelids, which make the eyes appear to be converging (i.e., appear to cross).

The things I spent my time in, that I'm most passionate about, are around internet related products and services and now that mobile and the web are converging I probably kind of brings those things together, in that idea.

And as it happened in November/December of 2001, the moment these terrible things were all converging, I just lucked out: The person who'd been hired for the job I was eventually offered on the island -- a lawyer with the local Supreme Court -- was disbarred.

Similar(57)

Functions converging: Is a company's Facebook page marketing, advertising, customer service or public relations?

Also, as would be expected, it can be shown that increasing d1 does not change the far-field spectra as long as the results are sufficiently converged (i.e., the resolution is made sufficiently large to mitigate discretization effects).

The numerical viscosity is added only in the regions where the characteristics of either fast or slow wave converges, i.e., in the regions potentially dangerous to the carbuncle instability.

For the decision-making process to converge (i.e., to stably and purposefully converge to a solution), the moderator must follow some rules.

Finally, we can see that all algorithms, especially NBP-TG, cannot perfectly converge (i.e., K L→0) after reasonable number of iterations.

Moreover, our other trials also show that the values of concentration with and without QoD mostly converge, i.e. differences are diminishing.

Specifically, the SPS takes a few more simulation rounds to converge (i.e., from 8too 9 rounds), but SG-1 gains an obvious increase in simulation rounds for convergence (i.e., from 8 to 14 rounds).

It is closely tied to the natural logarithm: as n tends to infinity, the difference, :\sum_{k=1}^n \frac{1}{k} - \ln(n), converges (i.e., gets arbitrarily close) to a number known as the Euler Mascheroni constant.

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