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(Hukuk) convergence
The coordinated focusing of the eyes, especially at short range
{n} the tending to a point
Movement of two eyeballs inward to focus on an object moved closer The nearer the object, the greater is the degree of convergence necessary to maintain single vision
The ‘coming together’ of formerly distinct technologies, industries or activities; the most common usage refers to the convergence of the computing, communications and broadcasting sectors in terms of industry structures and technologies as a result of digitalisation
a meeting place
The movement of the cash asset price toward the futures price as the expiration date of the futures contract approaches
The tendency for prices of physical commodities and futures to approach one another, usually during the delivery month
(of an algorithm) The algorithm is represented as the point-to-set map, x' in A(x), where there is some selection function to choose x' when A(x) has more than one member Convergence means that the sequence, {x^k}, has a limit point, say x, such that x satisfies certain conditions Ideally, the conditions are that x is an optimal solution, at least locally, but this is often not the definition used in a convergence theorem (For example, in unconstrained optimization, most algorithms converge to a stationary point, which need not be even a local optimum )
the intersection of three electron beams for red, green and blue onto a single pixel in a CRT
An evolutionary event which occurs in two independent sequences If the sequences possess two different character states for a particular character, but change results in each of these characters independently acquiring an identical character state, this is said to be a convervence Convergences differ from parallellisms because the ancestral sequences are not the same In parallellisms, the ancestral sequences are the same
{i} assembly, coming together; location and direction of electron rays in a screen (Computers)
The convergence of different ideas, groups, or societies is the process by which they stop being different and become more similar. the need to move towards greater economic convergence divergence. Mathematical property of infinite series, integrals on unbounded regions, and certain sequences of numbers. An infinite series is convergent if the sum of its terms is finite. The series 1 2 + 1 4 + 1 8 + 1 16 + 1 32 + ... sums to 1 and thus is convergent. The harmonic series 1 + 1 2 + 1 3 + 1 4 + 1 5 + ... does not converge. An integral calculated over an interval of infinite width, called an improper integral, describes a region that is unbounded in at least one direction. If such an integral converges, the unbounded region it describes has finite area. A sequence of numbers converges to a particular number when the difference between successive terms becomes arbitrarily small. The sequence 0.9, 0.99, 0.999, etc., converges to 1
(1) The coming together of two or more disparate disciplines or technologies For example, the so-called fax revolution was produced by a convergence of telecommunications technology, optical scanning technology, and printing technology   (2) In graphics, convergence refers to how sharply an individual color pixel on a monitor appears Each pixel is composed of three dots -- a red, blue, and green one If the dots are badly misconverged, the pixel will appear blurry All monitors have some convergence errors, but they differ in degree   (Source: webopedia com)
A term referring to cash and futures prices tending to come together (i e , the basis approaches zero) as the futures contract nears expiration
the approach of an infinite series to a finite limit
Convergence refers to the situation in which several services are approaching each other in nature For example the merging of telecommunications, IT and media
The coming together and integration of two or more technologies Digital television, computers and telecommunications being combined is an example of convergence (2) The combining and presenting of multimedia into a single delivery system The Internet is an example http: //www cw com/th_03 asp?ID=19_us_01
Precisely every individual in the population is identical Such convergence is seldom seen in genetic programming using Koza's subtree swapping crossover However, populations often stabilise after a time, in the sense that the best programs all have a common ancestor and their behaviour is very similar (or identical) both to each other and to that of high fitness programs from the previous (and future?) generations Often the term ``convergence'' is loosely used
The ability of both eyes to turn inwards together This enables both eyes to be looking at the exact same point in space This skill is essential to being able to pay adequate attention at near to be able to read Not only is convergence essential to maintaining attention and single vision, it is vital to be able to maintain convergence comfortably for long periods of time For good binocular skills it is also to be able to look further away This is called divergence Sustained ability to make rapid convergence and divergence movements are vital skills for learning See jump convergence
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