Examples of using Computable in English and their translations into Romanian
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Ecclesiastic
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Computer
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Programming
Computable numbers'[ 55].
Not every set of natural numbers is computable.
General Computable Equilibrium.
This is just an example of one of these computable documents.
Computable and uncomputable sets.
Kleene's work grounds the study of which functions are computable.
That is, given such sets A andB, there is a total computable function f such that A={x: f(x)∈ B}.
Each question will be immediately answered correctly, even ifthe oracle set is not computable.
If f(x)= y and y is known, f is computable, then you could find x by trying every possible x.
To be blunt,I'm still not convinced that your final computation class is computable in linear time.
Church proved that there is no computable function which decides for two given λ-calculus expressions whether they are equivalent or not.
The list of undecidable problems gives additional examples of problems with no computable solution.
Although the halting problem is not computable, it is possible to simulate program execution and produce an infinite list of the programs that do halt.
Well, ever since I was a kid, I would been thinking about systematizing knowledge andsomehow making it computable.
By implementing Charisma we could extend the business management on computable items, which allows us to more easily track the nature and type of the expenditures.
Data accountability--for each fact, we store user inputs, sources,citations--basically a fully documented(and computable) history;
He argues that Turing's terminology using the word"computable" is more natural and more widely understood than the terminology using the word"recursive" introduced by Kleene.
A method knownas Building Information Modeling(BIM) has been developed as a means of collecting interconnected computable information about a building.
According to Rogers, the sets of interest in recursion theory are the noncomputable sets,partitioned into equivalence classes by computable bijections of the natural numbers.
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.
The fact that certain sets are computable or relatively computable often implies that these sets can be defined in weak subsystems of second order arithmetic.
One method of classifying the strength of these weak systems is by characterizing which computable functions the system can prove to be total(see Fairtlough and Wainer(1998)).
These are represented by the system of the satellite accounts, the balance of payments in tourism,the input-output analysis and the use of multipliers or other more advanced econometric models like the Computable General Equilibrium model.
A is one-one reducible(or 1-reducible)to B if there is a total computable injective function f such that each n is in A if and only if f(n) is in B.
Usually, in the case when the leasing is chosen, these are not necessary because VB Leasing- as a lessor- keeps the ownershipright over the asset, offering an adequate insurance against the computable risks.
The natural examples of sets that are not computable, including many different sets that encode variants of the halting problem, have two properties in common: They are recursively enumerable, and.
First, a bunch of new ideas about linguistics that came from studying the computational universe; and second,the realization that having actual computable knowledge completely changes how one can set about understanding language.
The general scenario is the following: Given a class S of computable functions, is there a learner(that is, recursive functional) which outputs for any input of the form f(0), f(1 f(n)) a hypothesis.
Two big things happened: First, a bunch of new ideas about linguistics that came from studying the computational universe; and second,the realization that having actual computable knowledge completely changes how one can set about understanding language.
In contemporary use,the term"computable function" has various definitions: according to Cutland(1980), it is a partial recursive function(which can be undefined for some inputs), while according to Soare(1987) it is a total recursive(equivalently, general recursive) function.