Applied Categorical Structures
Springer Netherlands · Netherlands
✓ Indexed in the Web of Science Core Collection (SCIE) — Clarivate publishes an official Journal Impact Factor and JCR quartile for this journal.
See the official Impact Factor & quartile on the journal’s page ↗The Impact Factor & JCR quartile are licensed by Clarivate — we link you to the official source instead of reprinting a number that can go out of date. Open metrics below: SCImago Q1. Source: Clarivate Journal Citation Reports.
Aims & Scope
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.
General Information
Submission Info
Ethics & Quality
Think.Check.Submit Compliance
A twelfth criterion — whether APC fees are clearly disclosed — is not scored here; it is left out of the total rather than counted as a failure. Publication charges appear in the metrics card above.
Based on the Think.Check.Submit framework by DOAJ, COPE & OASPA. All data from verified open sources.
Publication & Citation Trend
Source: OpenAlex · Each year’s green bar = citations earned by that year’s papers, counted to date — so recent years look lower simply because their papers haven’t had time to be cited yet.
SJR Quartile by Discipline
Scimago ranks this journal separately in each subject category — its quartile can differ by discipline.
Subject Classification
Web of Science Categories
Scopus Categories
Research Topics (OpenAlex)
Frequently asked questions about Applied Categorical Structures
Is Applied Categorical Structures a predatory journal?
PubScope has no integrity flags on record for Applied Categorical Structures: it is indexed in Web of Science, Scopus, and is not on DOAJ's withdrawn list. Indexing is a transparency signal, not a guarantee — always confirm fit and policies before submitting.
What is the impact factor of Applied Categorical Structures?
Applied Categorical Structures is indexed in the Web of Science Core Collection, so Clarivate publishes an official Journal Impact Factor for it (since the 2023 Journal Citation Reports, every Core Collection journal — including Arts & Humanities and Emerging Sources titles — receives one). PubScope links to Clarivate's official source rather than reprinting the number, which can be out of date. Its open 2-year mean citedness is 0.52.
Is Applied Categorical Structures indexed in Scopus and Web of Science?
Applied Categorical Structures is indexed in Web of Science, Scopus.
What is the aims and scope of Applied Categorical Structures?
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,
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See all →Data updated: 2026-05-22 · Sources: SJR, DOAJ, OpenAlex, WoS, Crossref