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The International Workshop on Computer Algebra in Scientific Computing (CASC) is an annual meeting on computer algebra systems, the underlying algorithms for symbolic computation, and the role of both within scientific computing and its applications. CASC maintains a web presence at the following location.
In 2021, the 23rd CASC conference was held in Sochi, Russia at the Sirius Mathematics Centre. Due to the ongoing COVID-19 pandemic it was held as a hybrid conference, with some participants attending in-person in Sochi and others joining online. We were grateful to the commitment of the organisers and participants that allowed CASC 2021 to go ahead successfully. This special issue contains selected work that was presented at this event.
1 Scope of CASC
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The theory of symbolic computation and its implementation in computer algebra systems. This includes, but is not limited to:
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new methods for exact computation;
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symbolic algorithms and their complexity;
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automated reasoning in algebra and geometry;
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parallel symbolic computation;
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symbolic methods for differential, differential-algebraic, and difference equations;
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symbolic methods for polynomial equations and inequalities;
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embedding of computer algebra within different software and hardware environments.
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All other areas of scientific computing in regards to their benefit from or use of computer algebra methods and software. This includes, but is not limited to:
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the use of computer algebra in approximate computation;
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computer algebra methods in big data analytics;
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computer algebra methods for simulation and modelling.
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Applications of the above throughout the natural sciences and engineering.
2 Publication at CASC
CASC has a long history of publishing conference proceedings as volumes of Springer’s Lecture Notes in Computer Science (LNCS). The proceedings from CASC 2021 were recently published as volume 12865. Over the past two decades, CASC has evolved considerably, and both organisers and participants have desired additional forms of publication with respect to more extensive research that has reached some level of completion. Since CASC 2019 authors can choose in advance of the conference to either:
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submit a paper for the LNCS proceedings; or
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submit a shorter extended abstract which would be distributed only at the conference.
There are three audiences for the second option:
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Those who wish to talk on previously published work.
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Those whose work is not yet ready for publication, but wish to receive feedback on their work in progress.
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Those who plan to submit a journal paper on the work shortly.
This special issue was organised as a publication option for the third group.
There were seven submissions made to the issue. All papers received at least three expert reviews and the editorial team choose to accept five of them, with most accepted after a second revision stage to address reviewers’ comments.
Acknowledgements
We wish to first thank the host institution of the CASC 2021 conference: the Sirius Mathematics Centre in Sochi, Russia. They arranged high quality conference facilities for both in-person and online attendees. The local organisation team consisted of: Vitaly Krasikov (Chair), Alexey Shchuplev, Peter Karpov, Sergey Tikhomirov, and Timur Zhukov. We also acknowledge the co-PC Chairs and Editors of the LNCS Proceedings, Matthew England and Evgenii V. Vorozhtsov; the co-General Chairs, François Boulier and Timur Sadykov; and the co-Publicity Chairs, Hassan Errami and Dimitry Lyakhov. Finally, we thank all of the reviewers of the papers submitted to this issue for their time and knowledge which allowed the selection and improvement of the published papers: Anna Bigatti, Victor Edneral, Matthew England, Johannes Hoffmann, Gregoire Lecerf, Dmitry Lyakhov, John May, Pascal Monasse, Gleb Pogudin, Alexander Prokopenya, Hamid Rahkooy, Daniel Robertz, Amir Hosein Sadeghimanesh, Timur Sadykov, Ryan Sandford, Leonard Schmitz, Hans Schoenemann, Akira Terui, and Lihong Zhi.
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England, M., Boulier, F., Sadykov, T. et al. Foreword. Math.Comput.Sci. 16, 16 (2022). https://doi.org/10.1007/s11786-022-00533-8
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DOI: https://doi.org/10.1007/s11786-022-00533-8