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A Relation between Modal Logic and Language Closure Operators

Kudlek M.

Fundamenta Informaticae

2011

Vol. 109, nr 3

297-304

Between modal logic and closure operators for topological spaces as well as for formal languages there exists a strong relation. Modal logic allows to define classes of formal languages in several ways.

Language Classes Defined by Concurrent Finite Automata

Jantzen M., Kudlek M., Zetzsche G.

Fundamenta Informaticae

2008

Vol. 85, nr 1-4

267-280

This paper presents results regarding the various relations among the language classes defined by Concurrent Finite Automata, relations to other language classes, as well as decidability and closure properties.

Algebraic, linear and rational languages defined by mix operation

Kudlek M., Mateescu A.

Fundamenta Informaticae

1998

Vol. 33, nr 3

249-264

We consider operations between languages, based on splitting the underlying alphabet into two disjoint sets, one of them having some priority. Such operations are generalizations of the classical catenation or shuffle operation, with which rational, linear and algebraic languages can be defined similar to the classical case. The basic properties of the corresponding language families are investigated too.