In 1946 Emil Leon Post (Bull. Amer. Math. Soc. 52 (1946), 264-268) introduced his famous correspondence decision problem, nowadays known as the Post Correspondence Problem (PCP). Post proved the undecidability of the PCP by a reduction from his normal systems. In the present article we follow the steps of Post, and give another, somewhat simpler and more straightforward proof of the undecidability of the problem by using the same source of reductions as Post did. We investigate these, very different, techniques, and point out out some peculiarities in the approach taken by Post
We study two modifications of the Post Correspondence Problem (PCP), namely (1) the bi-infinite vers...
unary alphabet. We show that the complexity of this problem heavily depends on the representation of...
We show that the marked version of the Post Correspondence Problem, where the words on a list are re...
In 1946, Emil Leon Post (Bulletin of Amer. Math. Soc. 52 (1946), 264-268) introduced his famouscorre...
AbstractWe give a new proof for the decidability of the binary Post Correspondence Problem (PCP) ori...
The Post Correspondence Problem was introduced by Emil Post in 1946. The problem considers pairs of ...
The infinite Post Correspondence Problem (ωPCP) was shown to be undecidable by Ruohonen (1985) in ge...
Abstract — Post Correspondence Problem is an undecidable problem that was introduced by Emil Post an...
The Post correspondence problem, introduced in 1946 by Emil Post, is an important example of undecid...
Abstract. We show that themarked version of the Post Correspondence Problem, where the words on a li...
We study two modifications of the Post Correspondence Problem (PCP), namely 1) the bi-infinite versi...
AbstractWe shall show that it is decidable for binary instances of the Post Correspondence Problem w...
AbstractWe consider the problem of finding a shortest solution for the Post correspondence problem o...
AbstractWe prove that for given morphisms g,h:{a1,a2,…,an}→B∗, it is decidable whether or not there ...
AbstractWe show that the marked version of the Post Correspondence Problem, where the words on a lis...
We study two modifications of the Post Correspondence Problem (PCP), namely (1) the bi-infinite vers...
unary alphabet. We show that the complexity of this problem heavily depends on the representation of...
We show that the marked version of the Post Correspondence Problem, where the words on a list are re...
In 1946, Emil Leon Post (Bulletin of Amer. Math. Soc. 52 (1946), 264-268) introduced his famouscorre...
AbstractWe give a new proof for the decidability of the binary Post Correspondence Problem (PCP) ori...
The Post Correspondence Problem was introduced by Emil Post in 1946. The problem considers pairs of ...
The infinite Post Correspondence Problem (ωPCP) was shown to be undecidable by Ruohonen (1985) in ge...
Abstract — Post Correspondence Problem is an undecidable problem that was introduced by Emil Post an...
The Post correspondence problem, introduced in 1946 by Emil Post, is an important example of undecid...
Abstract. We show that themarked version of the Post Correspondence Problem, where the words on a li...
We study two modifications of the Post Correspondence Problem (PCP), namely 1) the bi-infinite versi...
AbstractWe shall show that it is decidable for binary instances of the Post Correspondence Problem w...
AbstractWe consider the problem of finding a shortest solution for the Post correspondence problem o...
AbstractWe prove that for given morphisms g,h:{a1,a2,…,an}→B∗, it is decidable whether or not there ...
AbstractWe show that the marked version of the Post Correspondence Problem, where the words on a lis...
We study two modifications of the Post Correspondence Problem (PCP), namely (1) the bi-infinite vers...
unary alphabet. We show that the complexity of this problem heavily depends on the representation of...
We show that the marked version of the Post Correspondence Problem, where the words on a list are re...