Примери коришћења Algorithm has на Енглеском и њихови преводи на Српски
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This whole algorithm has a complexity of O(1).
In the next iteration, there will be no swaps beyond this limit and the algorithm has shorter passes.
Therefore this algorithm has a space requirement of O(1).
If the remainder is zero andthere are no more digits to bring down, then the algorithm has terminated.
This algorithm has similarities with Cohen-Sutherland.
Wait-freedom is a concept where the algorithm has all threads safe from starvation.
The algorithm has therefore only worked on the points which are affected by change of cost.
A quantum computer successfully andrepeatably running this algorithm has the potential to break this encryption system.
Thus, this algorithm has the peculiar property that it is provably optimal although its runtime complexity is unknown.
In some applications, andin particular in Pollard's rho algorithm for integer factorization, the algorithm has much more limited access to S and to f.
An approximation algorithm has an absolute performance guarantee or bounded error c, if it has been proven for every instance x that.
In the literature, an approximation ratio for a maximization(minimization) problem of c- ϵ(min: c+ ϵ)means that the algorithm has an approximation ratio of c∓ ϵ for arbitrary ϵ> 0 but that the ratio has not(or cannot) be shown for ϵ= 0.
The history DAG for this algorithm has a vertex for each triangle constructed as part of the algorithm, and edges from each triangle to the two or three other triangles that replace it.
But it turns out that for some learning problems, what you really want is not to use, like, three or five features. But instead, you want to use an infinite number of features, an infinite number of attributes,so that your learning algorithm has lots of attributes or features or cues with which to make those predictions.
However, the k-means algorithm has at least two major theoretic shortcomings: First, it has been shown that the worst case running time of the algorithm is super-polynomial in the input size.
The algorithm has found universal application in decoding the convolutional codes used in both CDMA and GSM digital cellular, dial-up modems, satellite, deep-space communications, and 802.11 wireless LANs.
However, trading algorithms have attracted some criticism.
Google's algorithms have gotten wise to that technique.
But we really need you to make sure that these algorithms have encoded in them a sense of the public life, a sense of civic responsibility.
The HRM algorithms have also reached a level of sophistication to be acceptable in wrist form factors.
In olden days, people could use their home PC to mine bitcoins, butover time mining has become more difficult as the algorithms have become more complex.
Even so, this is a quite satisfactory method,considering that even the best known algorithms have exponential time growth.
In the past, people could use their home computers to mine, butover time mining has become more difficult as the algorithms have become more complex.
Once upon a time, people could use their personalPC to mine Bitcoins, but mining has become more difficult as the time goes because the algorithms have become more complex.
Whatever their shortcomings may be,trading algorithms have become an indispensable part of forex markets.
Once upon a time, people could use their home PC to mine bitcoins, butover time mining has become more difficult as the algorithms have become more complex.
And since the biggest bilingual datasets available are from official translations of government documents andreligious texts, these algorithms have a pitifully low exposure to humor, wordplay and non-verbal expression.
The Fusion tree algorithm by Fredman and Willard implements the minimum operation in O(1) time and insert and extract-min operations in O( log n){\displaystyle O({\sqrt{\log n}})}time however it is stated by the author that,"Our algorithms have theoretical interest only; The constant factors involved in the execution times preclude practicality.".