View example sentences, synonyms and word forms for Convergence.
Convergence meaning
The act of moving toward union or uniformity. | A meeting place. | The intersection of three electron beams for red, green and blue onto a single pixel in a CRT.
Example sentences (20)
In fact, strong convergence implies convergence in probability, and convergence in probability implies weak convergence.
Completely standard notions of convergence did not exist at the time, and Cauchy handled convergence using infinitesimal methods.
Convergence and purity are distinct parameters; a CRT could have good purity but poor convergence, or vice versa.
Convergence in probability infobox The basic idea behind this type of convergence is that the probability of an “unusual” outcome becomes smaller and smaller as the sequence progresses.
Convergence Nothing can be said in general about convergence since it depends on a number of factors.
Fourier did not, however, settle the question of convergence of his series, a matter left for Cauchy (1826) to attempt and for Dirichlet (1829) to handle in a thoroughly scientific manner (see convergence of Fourier series ).
Hence, when considering the convergence of a sequence of sets, it generally suffices to consider the convergence of the outer limit of that sequence.
However, when the convergence is strong enough, then new evidence inconsistent with the previous conclusion is not usually enough to outweigh that convergence.
It established simpler criteria of convergence, and the questions of remainders and the range of convergence.
Overall, adjusting all of the convergence/purity magnets allows a finely tuned slight electron beam deflection or lateral offset to be applied, which compensates for minor static convergence and purity errors intrinsic to the uncalibrated tube.
Similarly, the set of values for which F(s) converges (conditionally or absolutely) is known as the region of conditional convergence, or simply the region of convergence (ROC).
Strong convergence is also known as almost sure convergence.
The beams may converge at the center of the screen and yet stray from each other as they are deflected toward the edges; such a CRT would be said to have good static convergence but poor dynamic convergence.
The following is the more important result about uniform convergence: : Uniform convergence theorem.
The lack of convergence of the Fourier series has led to the introduction of a variety of summability methods in order to produce convergence.
They are listed below in the order of strength, i.e., any subsequent notion of convergence in the list implies convergence according to all of the preceding notions.
This generalization yields the usual Fourier transform when the underlying locally compact Abelian group is R. Approximation and convergence of Fourier series An important question for the theory as well as applications is that of convergence.
Usually, convergence in distribution does not imply convergence almost surely.
Weak convergence is also called convergence in distribution.
A dive into the policy wasteland of both reveals a distinctly unsurprising convergence.