Special issue(s) devoted to Equadiff 2026
We invite all participants to submit their contribution to the special issue(s) of Applications of Mathematics devoted to the Equadiff 2026 conference. All papers will undergo the standard peer-review process and will be handled on an ongoing basis. We expect to publish the first special issue by February 2027. Depending on the number of submissions, further special issues will follow.
Based on the high preliminary interest, we expect a large number of submissions. Therefore, we strongly recommend that all authors submit their manuscripts as soon as possible. Early submissions may benefit from shorter publication times and will appear sooner in a printed
issue.
The Editor-in-Chief will assign each manuscript to a Guest Editor, who will be responsible for the peer-review process. If a manuscript is accepted for publication, the language and technical editing, licensing, and proofreading usually take two to three months. The paper is then published online first. Online-first papers are assigned a DOI, are accessible through Springer Nature Link, and are fully citable. However, due to financial and technical limitations, final publication in a printed issue may be delayed. We expect the issues devoted to Equadiff 2026 to be published during 2027 and 2028.
Editor-in-chief
Vít Dolejší
Confirmed guest editors
Ordinary differential equations
- Gennaro Infante
- Luisa Malaguti
- Antonín Slavík
- Hans-Otto Walther
Partial differential equations
- Francesco Fanelli
- Elisabetta Roca
Numerical Analysis
- Luca Formaggia
- Paul Houston
- Ilaria Perugia
Instructions for authors
- Follow the journal's instructions
for authors.
Please, use the journals TeX style. - Manuscripts should be at most 15 pages long.
- The submission deadline is September 30, 2026.
- Upload your manuscript using the journal's submisson system and insert a comment "Special issue Equadiff 2026".
About Applications of Mathematics
- Founded in 1956 by Ivo Babuška.
- Published by the Institute of Mathematics, Czech Academy of Sciences.
- Distributed by Springer Nature.
- Impact factor 0.7 (2024).
- Archived full-texts freely available at DML-CZ.
Historical Equadiff proceedings
