26 June 2025
International Journal of Topology | Aims Update
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Original Submission Date Received: .
To further enhance the quality of International Journal of Topology (IJT, ISSN: 2813-9542) and the papers published in it, under the guidance of our Editor-in-Chief, Dr. Michel Planat, the journal has updated and revised its aims. The original aims and the updated version are listed below:
Aims (new version): |
Aims (old version): |
International Journal of Topology (ISSN 2813-9542) is an international, peer-reviewed, open access journal that explores how the same spatial attributes in constantly changing situations are maintained and elucidates the set structure and functional relationships of spaces. Its scope includes, for example, differential topology, algebraic topology, manifold topology, homology theory, low-dimensional topology, fuzzy sets, and their relationship with physics/biology/engineering—fields of research that are widely applied in numerous disciplines. Our aim is to quickly and conveniently publish the latest experimental and theoretical research results of topology in various mathematical fields, such as function analysis, lie group theory, category theory, etc. We hope to encourage scientists to publish their experimental and theoretical results in as much detail as possible. There are no restrictions on the maximum length of the papers. A comprehensive account of the research must be provided so that the results can be reproduced. Electronic files or software that provide the full details of the calculations, proof, and experimental procedures can be uploaded as supplementary material if they cannot be published in the main article. |
International Journal of Topology (ISSN 2813-9542) is an international open access journal. It focuses on maintaining the same spatial attributes in constantly changing situations and is used to elucidate the set structure and functional relationships of spaces. Topics include differential topology, algebraic topology, manifold topology, homology theory, low-dimensional topology, fuzzy sets, as well as its relationship with physics/biology/engineering, and so on, which is widely applied in many disciplinary fields. Our aim is to quickly and conveniently publish the latest experimental and theoretical research results of topology in multiple other mathematical branches, such as function analysis, lie group theory, category theory, etc. |
For more detailed information, please visit the following link: https://www.mdpi.com/journal/ijt/about.
International Journal of Topology Editorial Office