* categories: CALCO 2023: Second Call for Papers
@ 2023-02-03 17:38 Thorsten Wissmann
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From: Thorsten Wissmann @ 2023-02-03 17:38 UTC (permalink / raw)
CALL FOR PAPERS: CALCO 2023
10th International Conference on
Algebra and Coalgebra in Computer Science
June 19-21, 2023
Bloomington, Indiana (USA) and online
Co-located with MFPS XXXIX
*** Updated: Invited Speakers and Special Sessions ***
Paper submission: March 8, 2023 (AoE)
Author notification: Apr 28, 2023 (AoE)
Final version due: May 19, 2023
Robert Harper, Carnegie Mellon University (Joint with MFPS)
Assia Mahboubi, Inria (Joint with MFPS)
Roberto Bruni, University of Pisa
Elaine Pimentel, University College London
Jeremy Siek, Indiana University
???Category Theory in Machine Learning???
Organised by Brendan Fong and Brandon Shapiro (Topos Institute), Fabio Zanasi (University College London)
An additional special session on proof assistants (joint with MFPS) will be organised by Assia Mahboubi, Inria
Algebraic and coalgebraic methods and tools are a mainstay of computer
science. From data types to development techniques and specification
formalisms, both theoreticians and practitioners have benefited from
the large body of research proposed and implemented since the
pioneering works of the 1960s.
CALCO aims to bring together researchers with interests in both
foundational and applicative uses of algebra and coalgebra in
computer science, traditional as well as emerging ones.
CALCO is a high-level, bi-annual conference formed by joining the
forces and reputations of CMCS (the International Workshop on
Coalgebraic Methods in Computer Science) and WADT (the Workshop on
Algebraic Development Techniques). Previous CALCO editions took place
in Salzburg (Austria, 2021), London (UK, 2019), Ljubljana
(Slovenia,2017), Nijmegen (the Netherlands, 2015), Warsaw (Poland,
2013), Winchester (UK, 2011), Udine (Italy, 2009), Bergen (Norway,
2007), Swansea (Wales, 2005).
The 10th edition will be held in Bloomington, Indiana, co-located with
MFPS XXXIX. It is planned as a physical, in-person event, with
support for remote presence, both for speakers and for other
participants who are unable or unwilling to travel.
CALCO invites papers relating to all aspects of algebraic and
coalgebraic theory and applications, and distinguishes between four
categories of submissions.
1. Regular papers that report
* results on theoretical foundations
* novel methods and techniques for software development
* experiences with technology transfer to industry.
2. (Co)Algebraic Pearls papers that
* present possibly known material in a novel and enlightening way.
3. Early ideas abstracts that lead to
* presentations of work in progress
* proposals for original venues of research.
4. Tool presentation papers that
* report on the features and uses of algebraic/coalgebraic tools.
Topics of Interests
All topics relating to algebraic and coalgebraic theory and applications
are of interest for CALCO, and among them
* Models and logics
- Automata and languages
- Graph transformations and term rewriting
- Modal logics
- Proof systems
- Relational systems
* Algebraic and coalgebraic semantics
- Abstract data types
- Re-engineering techniques (program transformations)
- Semantics of conceptual modelling methods and techniques
- Semantics of programming languages
* Methodologies in software and systems engineering
- Development processes
- Method integration
- Usage guidelines
* Specialised models and calculi
- Hybrid, probabilistic, and timed systems
- Concurrent, distributed, mobile, cyber-physical,
and context-aware computational paradigms
- Systems theory and computational models (chemical, biological, etc.)
* System specification and verification
- Formal testing and quality assurance
- Generative programming and model-driven development
- Integration of formal specification techniques
- Model-driven development
- Specification languages, methods, and environments
* Tools supporting algebraic and coalgebraic methods for
- Advances in automated verification
- Model checking
- Theorem proving
* String diagrams and network theory
- Theory of PROPs and operads
- Rewriting problems and higher-dimensional approaches
- Automated reasoning with string diagrams
- Applications of string diagrams
* Quantum computing
- Categorical semantics for quantum computing
- Quantum calculi and programming languages
- Foundational structures for quantum computing
- Applications of quantum algebra
All submissions will be handled via EasyChair:
The format for all submissions is specified by LIPIcs. Please use the
latest version of the style:
It is recommended that submissions adhere to that format and length.
Submissions that are clearly too long may be rejected immediately.
Prospective authors are invited to submit full papers in English
presenting original research. Submitted papers must be unpublished and
not submitted for publication elsewhere. Regular papers should be
maximum 15 pages long, excluding references. Proofs omitted due to space
limitations may be included in a clearly marked appendix.
Proceedings will be published in the Dagstuhl LIPIcs Leibniz
International Proceedings in Informatics series.
A special issue of the open access journal Logical Methods in Computer
Science (http://www.lmcs-online.org), containing extended versions of
selected papers, is planned.
This is a recent submission category. Explaining a known idea in a new
way may make as strong a contribution as inventing a new idea. We
encourage the submission of pearls: elegant essays that illustrate an
idea in a beautiful or didactically clever way, perhaps by developing
an application. Pearls are typically short and concise and so should
not be longer than regular papers in the format specified by
LIPIcs. Authors who feel they need a bit more space should consult
with the PC co-chairs. The accepted papers will be included in the
final proceedings of the conference.
Early ideas abstracts
Submissions should not exceed 2 pages in the format specified by LIPIcs.
The volume of selected abstracts will be made available on arXiv and on
the CALCO pages. Authors will retain copyright, and are also encouraged
to disseminate the results by subsequent publication elsewhere.
Submissions should not exceed 5 pages in the format specified by LIPIcs.
The accepted tool papers will be included in the final proceedings of
the conference. The tools should be made available on the web at the
time of submission for download and evaluation.
Best Paper and Best Presentation Awards
This edition of CALCO will feature two awards: a Best Paper Award whose
recipients will be selected by the PC before the conference and a
Best Presentation Award, elected by the participants.
* Carlos Gustavo Lopez Pombo (University of Buenos Aires)
* Andreas Abel (Gothenburg University)
* Vincenzo Ciancia (Consiglio Nazionale delle Ricerche, Pisa)
* Patricia Johann (Appalachian State University)
* Ionut Tutu (Simion Stoilow Institute of Mathematics of the Romanian Academy)
* Martin Escardo (University of Birmingham)
* Tarmo Uustalu (Reykjavik University)
* Giorgio Bacci (Aalborg University)
* Thorsten Wi??mann (FAU Erlangen-N??rnberg)
* Fabio Gadducci (University of Pisa)
* Shin-Ya Katsumata (National Institute of Informatics, Tokyo)
* Holger Giese (Hasso Plattner Institute at the University of Potsdam)
* Peter ??lveczky (University of Oslo)
* Michael Johnson (Macquarie University)
* Nicolas Behr (CNRS Universit?? Paris Cit??)
* Henning Urbat (FAU Erlangen-N??rnberg)
* Valentina Castiglioni (Reykjavik University)
* Fernando Orejas (Universitat Polit??cnica de Catalunya)
* Mehrnoosh Sadrzadeh (University College London)
* Georgiana Caltais (University of Twente)
* S??awomir Lasota (University of Warsaw)
* Aleks Kissinger (University of Oxford)
* Thomas Colcombet (CNRS, IRIF, Universit?? de Paris)
* Sandra Kiefer (Max Planck Institute for Software Systems)
* Peter Selinger (Dalhousie University)
* Natasha Alechina (Utrecht University)
* Sara Kalvala (University of Warwick)
Paolo Baldan (University of Padua)
Valeria de Paiva (Topos Institute, Berkeley)
* Larry Moss (local) (Indiana University)
[For admin and other information see: http://www.mta.ca/~cat-dist/ ]
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