[PDF][PDF] Unboundedness Problems for Machines with Reversal-Bounded Counters.

P Baumann, F D'Alessandro, M Ganardi, OH Ibarra… - FoSSaCS, 2023 - library.oapen.org
We consider a general class of decision problems concerning formal languages, called
“(one-dimensional) unboundedness predicates”, for automata that feature reversal-bounded …

Learning and verifying temporal specifications for cyber-physical systems

R Raha - 2023 - repository.uantwerpen.be
In the past decade, there has been an unprecedented rise in the incorporation of cyber-
physical systems used to perform complex tasks. Verifying these systems is necessary to …

[PDF][PDF] Counter machines with infrequent reversals

A Finkel, SN Krishna, K Madnani… - 43rd IARCS Annual …, 2023 - pure.mpg.de
Bounding the number of reversals in a counter machine is one of the most prominent
restrictions to achieve decidability of the reachability problem. Given this success, we …

Parikh One-Counter Automata

M Cadilhac, A Ghosh, GA Pérez… - … in Informatics.-Place …, 2023 - repository.uantwerpen.be
Counting abilities in finite automata are traditionally provided by two orthogonal extensions:
adding a single counter that can be tested for zeroness at any point, or adding ℤ-valued …

The complexity of separability for semilinear sets and Parikh automata

ER Collins, C Köcher, G Zetzsche - arXiv preprint arXiv:2410.00548, 2024 - arxiv.org
In a separability problem, we are given two sets $ K $ and $ L $ from a class $\mathcal {C} $,
and we want to decide whether there exists a set $ S $ from a class $\mathcal {S} $ such that …

A positive extension of Eilenberg's variety theorem for non-regular languages

A Cano, J Cantero, A Martínez-Pastor - Applicable Algebra in Engineering …, 2021 - Springer
In this paper we go further with the study initiated by Behle, Krebs and Reifferscheid (in:
Proceedings CAI 2011, Lecture Notes in Computer Science, vol 6742, pp 97–114, 2011) …