This paper deals with closure properties of such “slender” languages with respect to a number of operations, some of them introduced very recently. Closure is ...
On the other hand, slender languages have rather weak closure properties and, consequently, there are many examples of operations such that SLcp is not closed.
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It is shown that all four properties of Parikh thin and Parikh slender languages are decidable for bounded semilinear languages but undecidable for DT0L ...
Bibliographic details on Closure Properties of Slender Languages.
TL;DR: This paper deals with closure properties of such “slender” languages with respect to a number of operations, some of them introduced very recently. About ...
Closure properties of thin and slender languages (possibly also belonging to some well-known language family) lie outside the scope of this paper. They will ...
Closure properties on regular languages are defined as certain operations on regular language that are guaranteed to produce regular language.
Missing: Slender | Show results with:Slender
We show several closure properties of slender matrix languages. Moreover, we discuss some variants of slenderness such as Parikh slenderness and slenderness of ...
This conjecture is then related to several decidability and closure properties of slender languages ([4,5]). ... Salomaa, Closure properties of slender languages,.
Mar 8, 2019 · We also study closure properties of counting-regular languages, and we study decidability problems in regards to counting-regularity. For ...