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AUTOMATA 2024 : 30th International Workshop on Cellular Automata and Discrete Complex Systems | |||||||||||||||
Link: https://automata2024.webspace.durham.ac.uk/ | |||||||||||||||
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Call For Papers | |||||||||||||||
Papers presenting original and unpublished research on all fundamental aspects of cellular automata (CA), affine/correlated models of automata (such as automata networks, finite automata over finite/infinite words, picture languages), and related discrete complex systems (DCS) (such as Boolean networks, opinion dynamics, sandpile models) are sought.
Topics of interest include (but are not limited to): Dynamic, topological, ergodic, algebraic and combinatorial aspects Algorithmic, computability and complexity issues Information-theoretic aspects Emergent properties Formal languages Symbolic dynamics and connections to continuous systems Tilings, rewriting and substitution systems Computability theory Models of parallelism and distributed systems Asynchronous versus synchronous models Applications of CA and DCS CA in machine and deep learning This year we also encourage submission in the following topics: Opinion dynamics Membrane computing Reaction networks Token sliding on graphs Social choice theory Aggregation functions Important Dates Submission deadline (full papers): 29 March Notification to authors (full papers): 26 April Camera ready (full papers): 10 May Submission deadline (exploratory papers and extended abstracts): 17 May Notification to authors (exploratory papers and extended abstracts): 31 May Camera ready (exploratory papers and extended abstracts): 07 June Early registration deadline: 21 June AUTOMATA 2024: 22 July – 24 July Paper Categories There are three categories of submission – full papers, exploratory papers and extended abstracts. Full papers are meant to report more complete and denser research, while the later submission deadline for exploratory papers and extended abstract allows quick reporting of recent discoveries, work-in-progress and/or partial results. Submissions in the full paper category are refereed and selected by the program committee. Papers in the exploratory and extended abstracts category go through a less rigorous evaluation process. All accepted papers must be presented at the conference. Submission There are three categories of submission – full papers, exploratory papers and extended abstracts. Full papers are meant to report more complete and denser research, while the later submission deadline for exploratory papers and extended abstract allows quick reporting of recent discoveries, work-in-progress and/or partial results. Submissions in the full paper category are refereed and selected by the program committee. Papers in the exploratory and extended abstracts category go through a less rigorous evaluation process. All accepted papers must be presented at the conference. Submissions should contain original research that has not previously been published. Concurrent submissions to other conferences/journals are not allowed. Supplementary material that exceeds the above mentioned page limits may be included as an appendix and will be considered at the committee’s discretion (note that appendices will not be published in the proceedings). Papers authored or co-authored by PC members are also welcome and will follow a specific evaluation process. Authors are invited to submit papers of no more than 12 pages (for full papers), 8 pages (for exploratory papers) or 4 pages (for extended abstracts). Submission must be formatted in LaTeX using the LNCS format and submitted in Portable Document Format (PDF). All papers are to be submitted via the EasyChair system. https://easychair.org/conferences/?conf=automata2024 Proceedings Accepted full papers will appear in the proceedings published by Springer in the IFIP LNCS Series. Exploratory papers and extended abstracts will not be included in the LNCS proceedings, but will be published as local proceedings and uploaded on an open access repository. Journal Special Issue It is planned that extended version of some selected papers will be considered for publication in a special issue of the journal Natural Computing |
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