Examples of 'recursively enumerable' in a sentence
Meaning of "recursively enumerable"
recursively enumerable - In computer science, this phrase is used to describe a set of elements or values that can be enumerated by an algorithm with the use of a computer program. It refers to a specific type of mathematical concept related to the theory of computation
Show more definitions
- Of a set, such that there exists a deterministic algorithm which will list all the items in the set and no others.
How to use "recursively enumerable" in a sentence
Basic
Advanced
recursively enumerable
These are exactly the recursively enumerable sets.
Recursively enumerable if it contains a recursively enumerable set.
All recursive languages are also recursively enumerable.
Recursively enumerable sets and degrees.
The lattice of recursively enumerable sets.
A recursively enumerable language is a recursively enumerable subset of a formal language.
It will be complete whenever the set is recursively enumerable.
The simple sets are recursively enumerable but not recursive.
Recursively enumerable languages are not closed under set difference or complementation.
These languages are also known as the recursively enumerable languages.
Recursively enumerable language.
The unrestricted grammars characterize the recursively enumerable languages.
The quotient of two recursively enumerable languages is recursively enumerable.
The complement of the halting language is therefore not recursively enumerable.
Simple sets are examples of recursively enumerable sets that are not recursive.
See also
Recursively enumerable languages.
Assume that the set of all finitely valid sentences is recursively enumerable.
Some pairs of recursively enumerable sets are effectively separable and some are not.
Later research dealt also with numberings of other classes like classes of recursively enumerable sets.
The preimage of a recursively enumerable set under a partial recursive function is a recursively enumerable set.
It is evident that Diophantine sets are recursively enumerable.
The class of all recursively enumerable languages is called RE.
Corollary The set of finitely satisfiable sentences is recursively enumerable.
Each member of RE is a recursively enumerable set and therefore a Diophantine set.
The language accepted by the Turing machine is recursively enumerable.
Let I be a recursively enumerable language.
A language which is accepted by such a Turing machine is called a recursively enumerable language.
Every complete recursively enumerable first-order theory is decidable.
So, every recursive language is also recursively enumerable.
In general, being recursively enumerable is a weaker condition than being a decidable set.
However, the complement of this set is not recursively enumerable.
Not every productive set has a recursively enumerable complement, however, as illustrated below.
We say that s is decidable if both s and its complement - s are recursively enumerable.
A more general class of sets consists of the recursively enumerable sets, also called semidecidable sets.
The set of σ-sentences valid in all finite structures is not recursively enumerable.
This method is primarily used to construct recursively enumerable sets with particular properties.
Recursively enumerable languages are known as type-0 languages in the Chomsky hierarchy of formal languages.
In a sense, these are the complements of the hardest recursively enumerable problems.
In short, every recursively enumerable set is Diophantine.
Undecidable languages are not recursive languages, but sometimes, they may be recursively enumerable languages.
Dissertation: Classes of recursively enumerable sets and their decision problems.
In computational complexity theory, the complexity class containing all recursively enumerable sets is RE.
What is a recursively enumerable language, Computer Engineering.
Set, he started to study the structure of the recursively enumerable sets under inclusion.
Then K is a recursively enumerable language, but K is not recursive.
The set difference I - P may or may not be recursively enumerable.
A degree is called r . e . ( recursively enumerable ) if it contains a recursively enumerable set.
If its complement formula 14 is recursively enumerable.
The recursively enumerable sets are exactly the sets at level formula 85.
These languages are also known as the recursively enumerable or Turing-recognizable languages.
You'll also be interested in:
Examples of using Recursively
Show more
These are exactly the recursively enumerable sets
Recursively enumerable if it contains a recursively enumerable set
He could do this recursively as many times as necessary