convergent


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convergent

[kən′vər·jənt]
(mathematics)
One of the continued fractions that is obtained from a given continued fraction by terminating after a finite number of terms.
McGraw-Hill Dictionary of Scientific & Technical Terms, 6E, Copyright © 2003 by The McGraw-Hill Companies, Inc.
References in periodicals archive ?
In 2018, the worldwide Convergent Billing market size was xx million US$ and it is relied upon to achieve xx million US$ before the finish of 2025, with a CAGR of xx% during 2019-2025.
For example, a major component of convergent development are combination treatment approaches--which unite two or more different types of regulated drugs or medical devices to enhance patient outcomes--and their supporting trials.
The total number of convergent overlapping gene found in whole genome was 1093 (17%).
A sequence [([x.sub.n]).sub.n[member of]N] in E is said to be statistically e-uniformly convergent to x [member of] E if
Clients that utilize VMS Hub, VMS' process-and-control workflow solution, along with Convergent's UV Cloud[R] application will enjoy a comprehensive, streamlined approach to both annuity processing and retirement processing, with integrated trading, reporting and revenue tracking capabilities.
it's a very exciting time for Convergent, the IESO and the people of Ontario as we inch closer to bringing this asset online," said the IESO's Nicholas Ingman.
Convergent encryption mechanism may be used for data deduplication.
In order to ensure customers' uplink facilities are fully operational, Convergent has utilized previous generations of MaxView for many years to monitor and control transmission equipment at each site.
Convergent Dental will be showcasing Solea at ADA 2015 in Washington, D.C.
We are committed to building upon our dentists' original investment by releasing software upgrades that significantly improve performance every quarter, said Convergent Dental CEO Michael Cataldo.
Convergent Nanotechnologies: Special Topic Volume With Invited Peer Reviewed Papers Only
By [l.sub.[infinity]] ta and c, we denote the Banach spaces of bounded and convergent sequences x = ([x.sub.n]) normed by ||x|| = supn[absolute value of [x.sub.n]], respectively.