Приклади вживання Computable Англійська мовою та їх переклад на Українською
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Several attempts have been made to make ethics computable, or at least formal.
The basic questions addressed by recursion theory are"What does itmean for a function on the natural numbers to be computable?
Chaitin's constant, though not being computable, has been proven to be transcendental and normal.
This method is onlyfeasible when the projection is efficiently computable on a computer.
An integer sequence is a computable sequence if there exists an algorithm which, given n, calculates an, for all ngt; 0.
Non-numeric documents are increasingly digital(text, image, video)and are becoming more computable.
In 1977, Gordon Plotkin introduces Programming Computable Functions, an abstract typed functional language.
A cryptographic hash function should behave as much as possible like a randomfunction while still being deterministic and efficiently computable.
Every Turing machine computes a certain fixed partial computable function from the input strings over its alphabet.
In this, formal models have been proposed for both the original concept of the algorithm andfor the original concept algorithmically computable function.
There is a unique Turing degree containing all the computable sets, and this degree is less than every other degree.
A function is called computable depending on whether it is possible to write an algorithm that, in the presence of some input data, can always calculate it.
The only assumption is that the environment follows some unknown but computable probability distribution.
If future was deterministically computable from the quantum states of subatomic particles, the Turing machine could compute it.
The only assumption that the theorymakes is that the environment follows some unknown but computable probability distribution.
Turing's theory of computable functions antedated but has not much influenced the extensive actual construction of digital computers.
Nowadays these are often considered as a single hypothesis, the Church-Turing thesis, which states that any function that is computable by an algorithm is a computable function.
In 1943, Emily Post suggested a model of computable functions on the basis of a special form calculation he has introduced(canonical systems).
We might tentatively describe the necessary tenets of such a project as Aristotelean,in that they are formally anthropomorphic and thereby“computable” in rationalistic terms.
One notable project was to formalize and implement the first computable IDEF, C-IDEF for the Air Force, based on HOS as its formal foundation.
Computability theory, also called recursion theory,is a branch of mathematical logic that originated in the 1930s with the study of computable functions and Turing degrees.
In each such M, there are definable integer sequences that are not computable, such as sequences that encode the Turing jumps of computable sets.
The theory of computable functions, also known as recursion theory or Turing computability, is a branch of theoretical computer science that works with the concept of computable and non-computable functions.
Rather, as he often explained, that if the operation of the brain was computable, then no matter how complex, then it could be simulated by a program on a computer.
It is impossible to computationally verify informational completeness of a representation unless the notion of aphysical object is defined in terms of computable mathematical properties and independent of any particular representation.
There's also WolframLanguageData, which gives computable data on the Wolfram Language itself- like the examples in its documentation, links between functions, and so on.
The basic questions addressed by recursion theory are"What does itmean for a function from the natural numbers to themselves to be computable?" and"How can noncomputable functions be classified into a hierarchy based on their level of noncomputability?".
In 1936 he advanced the fundamental hypothesis of the theory of computable functions; now known as Church's thesis, it states that every effectively computable function is general recursive(seeRECURSIVE FUNCTION).