Примери за използване на Computable на Английски и техните преводи на Български
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
Therefore, all strategies are computable.
A function is called computable if an algorithm which evaluates the function exists.
We also want this Boolean function to be computable.
The Local IQ is an easily computable function and describes well our understanding of what IQ is.
Procedure and the notion of function computable by algorithm, i.e.
If you are looking for computable information, then give WolframAlpha a shot and we are sure you will like it.
There is an extensive study and classification of which mathematical problems are computable and which are not.
In 1936, Turing published his paper"On Computable Numbers, with an Application to the Entscheidungsproblem".
Otherwise, the condition that we are in the respective state of the automaton will not be a computable function.
All known laws of physics have consequences that are computable by a series of approximations on a digital computer.
Others, like me, view these efforts as doomed to failure because we do not believe consciousness is computable.
He defined a computable number as real number whose decimal expansion could be produced by a Turing machine starting with a blank tape.
It is a computation based search engine that only provides answers to the queries that may have a computable answer.
The purpose of WolframAlpha is to only provide computable information such as size, weight, total value in numbers, math, tables and graphs, etc.
In this article we try to describe a specific algorithm andeverything that is part of this algorithm must be computable.
He showed that was computable, but since only countably many real numbers are computable, most real numbers are not computable.
Because there are only countably many algorithms, but an uncountable number of reals,most real numbers are not computable.
Even a Turing oracle with random data is not computable(with probability 1), since there are only countably many computations but uncountably many oracles.
A hypothesis called digital physics states that this is no accident because the universe itself is computable on a universal Turing machine.
DAF Trucks NV has been nominated for the prestigious Computable Awards 2018 for its 3D DAF Truck Configurator allowing customers to design their ideal truck online.
By providing methods of determining which problems are soluble,Kleene's work led to the study of which functions are computable.
A system is called universal with respect to a class of systems if it can compute every function computable by systems in that class(or can simulate each of those systems).
Everything is made of individual pixels, which means the universe has a finite number of components, which means it has a finite number of states,which means it's computable.
Theoretically, only two things were needed to build a computer capable of computing anything computable- a method by which information was stored and simple operations which acted on it.
The other notions of random sequences include, among others, recursive randomness and Schnorr randomness,which are based on recursively computable martingales.
A language in which programs are guaranteed to complete and halt cannot compute the computable function which is produced by Cantor's diagonal argument on all computable functions in that language.
The fear of history could not be cured, butbegets from the fact that control over it has been replaced with the conventional belief in computable mathematical truth.
He then described a number which is not computable and remarks that this seems to be a paradox since he appears to have described in finite terms, a number which cannot be described in finite terms.
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.
Kleene's formulation of computable function via six schemata is one of the most succinct and useful, and his previous work on lambda functions played a major role in supporting Church's Thesis that these classes coincide with the intuitively calculable functions.