Examples of 'is decidable' in a sentence
Meaning of "is decidable"
is decidable - This phrase is used in the context of decision-making and implies that a choice or course of action can be determined or resolved
How to use "is decidable" in a sentence
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is decidable
Rhodes has conjectured that the problem is decidable.
This condition is decidable by an algorithm that operates solely on the graphs.
Show that this problem is decidable.
We show that it is decidable to find these plans and we provide an algorithm.
If this function is computable then the associated decision problem is decidable.
It is decidable whether there exists a string y such that xy for a given string x.
Nothing in life is decidable.
It is decidable.
The kernel is then solved by the algorithm that proves that the problem is decidable.
I show that this task is decidable for unary inclusion dependencies and functional dependencies.
Tarski proved that the theory of Boolean algebras is decidable.
The rank problem is decidable for finite groups and for finitely generated abelian groups.
Christophe Prieur has shown that the problem of the continuity is decidable.
The language over is decidable by a deterministic Turing machine in polynomial time.
This fact allowed Tarski to prove that Euclidean geometry is decidable.
See also
It is decidable whether the relation of a transducer T is empty.
We show that the satisfiability of C-WTmu is decidable.
A decision problem A is decidable or effectively solvable if A is a recursive set.
The theory of the additive natural numbers, is decidable.
We say that s is decidable if both s and its complement - s are recursively enumerable.
However, implication of join dependencies is decidable.
This subset of higher-order unification is decidable and solvable unification problems have most-general unifiers.
Every complete recursively enumerable first-order theory is decidable.
The rank problem is decidable for torsion-free Kleinian groups.
In the case of classical propositional logic, satisfiability is decidable for propositional formulae.
Boundedness is decidable by looking at covering, by constructing the Karp - Miller Tree.
Thus, this is an example of a language that is decidable but not context-sensitive.
In particular, the first-order theory with the reachability predicate of such an automaton is decidable.
Given two deterministic finite automata A and B, it is decidable whether they accept the same language.
We show that the model-checking problem of DPNs against CARET formulas is decidable.
Halava, Hirvensalo, and de Wolf showed that this variation is decidable in exponential time.
The monadic second order theory of the infinite complete binary tree, called S2S, is decidable.
However, there is a non-constructive proof that shows that linkedness is decidable in polynomial time.
Thus, it is a-priori not clear at all if the linkedness problem is decidable.
In particular, the first-order theory of a RTL automaton is decidable.
Again, the variant of the problem where " B " is a regular grammar is decidable.
Finally, we showthat the equational theory of V 0 is decidable.
Let us recall that the reachability problem for PRS is decidable [ 55 ].
It was proved by Tarski that the theory of the real field, Th ( R ), is decidable.
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Examples of using Decidable
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An extension of a decidable theory may not be decidable
This corresponds to a recursive set or a decidable language
An undecidable problem is a problem that is not decidable
