Examples of 'is undecidable' in a sentence

Meaning of "is undecidable"

Undecidable is a term used in logic and mathematics to describe a problem or statement that cannot be proven true or false within a formal system

How to use "is undecidable" in a sentence

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is undecidable
A problem is undecidable if there exists no algorithm to solve it.
On the other hand the problem is undecidable.
It is undecidable whether two transducers are equivalent.
The equivalence of two lambda expressions is undecidable.
The theory of fields is undecidable but not essentially undecidable.
Turing proved the halting problem is undecidable.
The problem is undecidable in general.
Is that the halting problem is undecidable.
But this task is undecidable by itself as the Halting problem is undecidable.
Now we prove that the halting problem is undecidable.
Processes is undecidable.
And there is no general test to see whether any particular algorithm is undecidable.
This variant is undecidable.
The latter problem is called the Halting problem and is undecidable.
It is known that the conjugacy problem is undecidable for many classes of groups.

See also

The decidability of full MTL over infinite timed words is undecidable.
It is undecidable like the Halting Problem.
Even something as simple as this is undecidable.
In general, it is undecidable whether a given axiom is canonical.
The continuum hypothesis is undecidable.
It is undecidable who would have copyright on a block, which has several meanings.
I think this question is undecidable.
It is undecidable whether a given first-order sentence can be realized by a finite undirected graph.
We show that the problem of proving formula schemas is undecidable in general.
Furthermore, it is undecidable whether a given context-free language is a linear context-free language.
Their ownership is undecidable.
Abstract, The general problem of proving properties of imperative programs is undecidable.
This language is undecidable.
This problem is a superset of the halting problem, which is undecidable.
Hence, the halting problem is undecidable for Turing machines.
For arbitrary graph families, and arbitrary formulas, this problem is undecidable.
I, II and III is undecidable.
The elementary or first-order theory of Heyting algebras is undecidable.
According to Cohen 's theorem [ 5 ] he is undecidable ( especially when he must make choices ).
The entailment relation in full CLL is undecidable.
We show that " E " is undecidable by a reduction from " H.
Suppose the Goldbach conjecture is undecidable.
The word problem for an ARS is undecidable in general.
Rice 's theorem shows that any non-trivial question about the output of a Turing machine is undecidable.
However, type inference is undecidable.
Furthermore, in this painting, as in many others of the next decade, scale is undecidable.
For nondeterministic PDA, equivalence is undecidable.
The language equality question ( do two given context-free grammars generate the same language? ) is undecidable.
Satisfiability of first-order Horn clauses is undecidable.
We have previously shown, however, that the halting problem is undecidable.
However, type inference in System F ( without explicit type annotations ) is undecidable.
The unification problem for formula 85-equivalence is undecidable.
For example, the property " halt for the input 0 " is undecidable.
Conway in the 1970s, proved that a natural generalization of the Collatz problem is undecidable.

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Examples of using Undecidable
An undecidable problem is a problem that is not decidable
Classical problem becomes undecidable in a quantum setting
On the other hand the problem is undecidable
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