AbstractThe paper investigates languages containing at most one word of every length, or a number of words bounded by a constant independent of the length. The study of such languages is closely related to some fundamental issues of classical formal language theory. Recent considerations have arisen in connection with some problems in cryptography. The present paper gives characterization results in the case of regular and context-free languages, as well as investigates decision problems
AbstractGiven a language L and a non-deterministic finite automaton M, we consider whether we can de...
Abstract. We present a new, self-contained proof of the limitedness problem. The key novelty is a de...
AbstractWe define and study Parikh slender languages and power series. A language is Parikh slender ...
AbstractThe paper investigates languages containing at most one word of every length, or a number of...
AbstractWe investigate languages, where the number of words of every length is bounded from above by...
AbstractWe investigate languages, where the number of words of every length is bounded from above by...
AbstractIn this paper we investigate languages containing at most a bounded number of words of each ...
AbstractIn this paper we investigate languages containing at most a bounded number of words of each ...
AbstractWe present a classification of slender 0L languages into four classes and give decision meth...
AbstractA language is called a relatively regular language if its syntactic monoid has finite ideals...
AbstractWe prove that every slender context-free language is a union of paired loops, thus confirmin...
AbstractIn a recent paper we defined and studied Parikh slender languages and showed that they can b...
Since every hypercode is finite, one may ask for the significance of the property that a language L ...
AbstractWe define and study Parikh slender languages and power series. A language is Parikh slender ...
The full scan condition on a language L introduced in [1] ensures that a word w must be completely i...
AbstractGiven a language L and a non-deterministic finite automaton M, we consider whether we can de...
Abstract. We present a new, self-contained proof of the limitedness problem. The key novelty is a de...
AbstractWe define and study Parikh slender languages and power series. A language is Parikh slender ...
AbstractThe paper investigates languages containing at most one word of every length, or a number of...
AbstractWe investigate languages, where the number of words of every length is bounded from above by...
AbstractWe investigate languages, where the number of words of every length is bounded from above by...
AbstractIn this paper we investigate languages containing at most a bounded number of words of each ...
AbstractIn this paper we investigate languages containing at most a bounded number of words of each ...
AbstractWe present a classification of slender 0L languages into four classes and give decision meth...
AbstractA language is called a relatively regular language if its syntactic monoid has finite ideals...
AbstractWe prove that every slender context-free language is a union of paired loops, thus confirmin...
AbstractIn a recent paper we defined and studied Parikh slender languages and showed that they can b...
Since every hypercode is finite, one may ask for the significance of the property that a language L ...
AbstractWe define and study Parikh slender languages and power series. A language is Parikh slender ...
The full scan condition on a language L introduced in [1] ensures that a word w must be completely i...
AbstractGiven a language L and a non-deterministic finite automaton M, we consider whether we can de...
Abstract. We present a new, self-contained proof of the limitedness problem. The key novelty is a de...
AbstractWe define and study Parikh slender languages and power series. A language is Parikh slender ...