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20112026
most citedTighter Undecidability Bounds for Matrix Mortality, Zero-in-the-Corner Problems, and More

16 citations · 19 across the 8 of their papers we have counts for

collaborators

9 papers

cs.FL2026

On the Complexity of the Bi-infinite Post Correspondence Problem

Olivier Finkel, Vesa Halava

In the bi-infinite Post Correspondence Problem (PCP), it is asked whether the same bi-infinite word can be constructed correspondingly from a given finite set of pairs of words…

cs.FL2023

Decision Problems on Copying and Shuffling

Vesa Halava, Tero Harju, Dirk Nowotka +1

We study decision problems of the form: given a regular or linear context-free language , is there a word of a given fixed form in , where given fixed forms are based on word…

cs.DM2022

A recursive function coding number theoretic functions

Vesa Halava, Tero Harju, Teemu Pirttimäki

We show that there exists a fixed recursive function such that for all functions , there exists an injective function $c_h\colon \mathbb{N}\to…

cs.FL2021

Undecidability in Finite Transducers, Defense Systems and Finite Substitutions

Vesa Halava

In this manuscript we present a detailed proof for undecidability of the equivalence of finite substitutions on regular language . The proof is based on the works of L…

cs.DM2021

On Bi-infinite and Conjugate Post Correspondence Problems

Olivier Finkel, Vesa Halava, Tero Harju +1

We study two modifications of the Post Correspondence Problem (PCP), namely 1) the bi-infinite version, where it is asked whether there exists a bi-infinite word such that two give…

cs.LO2014★ 1 cited

Another proof of undecidability for the correspondence decision problem - Had I been Emil Post

Vesa Halava

In 1946 Emil Leon Post (Bulletin of Amer. Math. Soc. 52 (1946), 264 - 268) defined a famous correspondence decision problem which is nowadays called the Post Correspondence Problem…