The Post correspondence problem, introduced in 1946 by Emil Post, is an important example of undecidable problem. Therefore PCP figures in pro- ofs of some results in theory of formal languages, matrix theory and other. The decidability of the Post correspondence problem proved Ehrenfeucht, Karhumäki and Rozenberg in the 1980s and Halava, Harju and Hirvensalo in 2002 ended the proof. Eight years later was verified that the solution can be found even in polynomial time. The main goal of this diploma thesis is to describe this algorithm in detail and to implement it in a web application. The thesis also introduces basics of com- binatorics on words and some facts about PCP and produces some interesting examples of instances of PCP. Keywords: ...
In 1946, Emil Leon Post (Bulletin of Amer. Math. Soc. 52 (1946), 264-268) introduced his famouscorre...
We show that the marked version of the Post Correspondence Problem, where the words on a list are re...
AbstractWe show that the marked version of the Post Correspondence Problem, where the words on a lis...
Abstract — Post Correspondence Problem is an undecidable problem that was introduced by Emil Post an...
AbstractWe investigate properties of flatwords and k-flatwords. In particular, these words are studi...
AbstractWe give a new proof for the decidability of the binary Post Correspondence Problem (PCP) ori...
Abstract. We show that themarked version of the Post Correspondence Problem, where the words on a li...
AbstractIn the Post Correspondence Problem (PCP) an instance (h,g) consists of two morphisms h and g...
unary alphabet. We show that the complexity of this problem heavily depends on the representation of...
AbstractWe consider the problem of finding a shortest solution for the Post correspondence problem o...
We study two modifications of the Post Correspondence Problem (PCP), namely 1) the bi-infinite versi...
In 1946 Emil Leon Post (Bull. Amer. Math. Soc. 52 (1946), 264-268) introduced his famous corresponde...
AbstractWe shall show that it is decidable for binary instances of the Post Correspondence Problem w...
AbstractWe define a variant of the Post Correspondence Problem, the machine-oriented Post Correspond...
We study two modifications of the Post Correspondence Problem (PCP), namely (1) the bi-infinite vers...
In 1946, Emil Leon Post (Bulletin of Amer. Math. Soc. 52 (1946), 264-268) introduced his famouscorre...
We show that the marked version of the Post Correspondence Problem, where the words on a list are re...
AbstractWe show that the marked version of the Post Correspondence Problem, where the words on a lis...
Abstract — Post Correspondence Problem is an undecidable problem that was introduced by Emil Post an...
AbstractWe investigate properties of flatwords and k-flatwords. In particular, these words are studi...
AbstractWe give a new proof for the decidability of the binary Post Correspondence Problem (PCP) ori...
Abstract. We show that themarked version of the Post Correspondence Problem, where the words on a li...
AbstractIn the Post Correspondence Problem (PCP) an instance (h,g) consists of two morphisms h and g...
unary alphabet. We show that the complexity of this problem heavily depends on the representation of...
AbstractWe consider the problem of finding a shortest solution for the Post correspondence problem o...
We study two modifications of the Post Correspondence Problem (PCP), namely 1) the bi-infinite versi...
In 1946 Emil Leon Post (Bull. Amer. Math. Soc. 52 (1946), 264-268) introduced his famous corresponde...
AbstractWe shall show that it is decidable for binary instances of the Post Correspondence Problem w...
AbstractWe define a variant of the Post Correspondence Problem, the machine-oriented Post Correspond...
We study two modifications of the Post Correspondence Problem (PCP), namely (1) the bi-infinite vers...
In 1946, Emil Leon Post (Bulletin of Amer. Math. Soc. 52 (1946), 264-268) introduced his famouscorre...
We show that the marked version of the Post Correspondence Problem, where the words on a list are re...
AbstractWe show that the marked version of the Post Correspondence Problem, where the words on a lis...