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20232026
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cs.FL2026

Automata on Graph Alphabets

Hugo Bazille, Uli Fahrenberg

The theory of finite automata concerns itself with words in a free monoid together with concatenation and without further structure. There are, however, important applications whic…

cs.FL2026

Variants of Higher-Dimensional Automata

Hugo Bazille, Jérémy Dubut, Uli Fahrenberg +1

The theory of higher-dimensional automata (HDAs) has seen rapid progress in recent years, and first applications, notably to Petri net analysis, are starting to show. It has, howev…

cs.FL2025

Büchi-Elgot-Trakhtenbrot Theorem for Higher-Dimensional Automata

Amazigh Amrane, Hugo Bazille, Emily Clement +3

In this paper we explore languages of higher-dimensional automata (HDAs) from an algebraic and logical point of view. Such languages are sets of finite width-bounded interval pomse…

cs.FL2024

Logic and Languages of Higher-Dimensional Automata

Amazigh Amrane, Hugo Bazille, Uli Fahrenberg +1

In this paper we study finite higher-dimensional automata (HDAs) from the logical point of view. Languages of HDAs are sets of finite bounded-width interval pomsets with interfaces…

cs.FL2024

Presenting Interval Pomsets with Interfaces

Amazigh Amrane, Hugo Bazille, Emily Clement +2

Interval-order partially ordered multisets with interfaces (ipomsets) have shown to be a versatile model for executions of concurrent systems in which both precedence and concurren…

cs.FL2024

Higher-Dimensional Timed Automata for Real-Time Concurrency

Amazigh Amrane, Hugo Bazille, Emily Clement +2

We present a new language semantics for real-time concurrency. Its operational models are higher-dimensional timed automata (HDTAs), a generalization of both higher-dimensional aut…