Overview
Applied Categorical Structures highlights the utilization of category theory in diverse fields, such as algebra, analysis, geometry, physics, computer science, and more. It explores various aspects of category theory, including algebraic categories, representation theory, homological algebra, and their applications to mathematical physics, functional analysis, order theory, and computer science.
- Focuses on category theory applications in various domains.
- Encompasses algebra, analysis, topology, physics, and computer science.
- Explores topics like homotopical algebra, categorical investigations, and more.
- Monitors emerging fields benefiting from categorical methods.
- Editor-in-Chief
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- Nicola Gambino PhD
Journal metrics
- Journal Impact Factor
- 0.5 (2024)
- 5-year Journal Impact Factor
- 0.7 (2024)
- Submission to first decision (median)
- 21 days
- Downloads
- 42.4k (2024)
Latest articles
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Triple Delooping for Multiplicative Hyperoperads
- Florian De Leger
- Maroš Grego
OriginalPaper 11 October 2025 Article: 36 -
Tensor Enriched Categorical Generalization of the Eilenberg-Watts Theorem
- Jaehyeok Lee
OriginalPaper 10 October 2025 Article: 35 -
Compactness of the Homotopy Categories of Graded Projective and Injective dg Modules
- Xiaoyan Yang
OriginalPaper 10 October 2025 Article: 34 -
Differentiable Groupoid Objects and Their Abstract Lie Algebroids
- Lory Aintablian
- Christian Blohmann
OriginalPaper Open access 05 October 2025 Article: 33
Journal updates
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Collection honouring Robert Paré for his 80th birthday
Bob Paré, Professor Emeritus and Adjunct Professor at Dalhousie University, celebrated his 80th birthday in February 2024. Throughout his career Bob has made significant contributions to category theory, including notable research in a broad range of subjects, such as double categories, higher categories, indexed categories, toposes and accessible categories. This collection brings together contributions which honour the lasting impact Bob has made, and is making, in the category theory community.
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SNAPP – A New Manuscript Submission system
Snapp (Springer Nature’s Article Processing Platform) is our new peer review platform, replacing the previous system, Editorial Manager.
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Read and Publish (Springer Compact) Agreements
If your institution has a Read and Publish (Springer Compact) agreement, you may publish your article open access - at no cost to you - in more than 1,850 Springer hybrid journals, including Applied Categorical Structures. In addition, you can enjoy full access to all Springer subscription journal content
Journal information
- Electronic ISSN
- 1572-9095
- Print ISSN
- 0927-2852
© Springer Nature B.V.