Duke Mathematical Journal

Duke Mathematical Journal is a peer-reviewed academic journal of mathematics published since 1935 by Duke University Press. Indexed under print ISSN 0012-7094 and electronic ISSN 1547-7398, it publishes 18 issues annually covering advanced research across pure and applied mathematics, evaluated through bibliometric indicators including OpenAlex citation metrics, Clarivate Journal Citation Reports, and Scopus CiteScore.

ByCASRAI Editorial Board

· Last updated 8 Nov 2026

What the journal is and who runs it

The Duke Mathematical Journal publishes original research papers across all fields of what is mathematics. Founded in 1935, the journal is owned and published by Duke University Press in Durham, North Carolina. Academic editorial direction is managed by academic editors Hubert L. Bray and Alexander Kiselev, supported by an international editorial board of prominent research mathematicians. The journal publishes 18 issues annually, organized into multiple volumes per year (Current Volume 175), making it one of the most prolific and widely circulated high-impact journals in pure and applied mathematical sciences.

Bibliometric profile and citation metrics

Bibliometric performance for the Duke Mathematical Journal reflects sustained influence across algebra, geometry, topology, and mathematical analysis. According to CrossRef data, the journal maintains 6,817 registered publications assigned with a persistent Crossref DOI. OpenAlex records document 6,798 works with 246,826 citations and an i10-index of 4,252. Duke University Press documents a 2021 Clarivate 5-year Journal Impact Factor of 2.721, demonstrating robust citation accumulation over a multi-year horizon.

Calculation methodology and citation latency

Citation dynamics in mathematical research differ substantially from those observed in laboratory biomedical fields. A standard 2-year impact metric divides the citations received in a given calendar year by the total citable items published during the preceding two calendar years. Because mathematical scholarship adheres to strict theorem-proof structure, peer review and referee verification cycles often require 12 to 24 months. Consequently, citations to new mathematical theorems typically peak 4 to 8 years following initial publication. For this reason, the 5-year impact factor (2.721) and the OpenAlex long-horizon citedness indicators provide a more realistic appraisal of the journal’s academic reach than narrow 24-month snapshots.

Quartile rankings and metric context

Within international indexing databases such as Web of Science (Science Citation Index Expanded) and Scopus, the Duke Mathematical Journal consistently places in the top quartile (Q1) for pure mathematics. Research teams often consider publication in the journal alongside sibling traditions such as the mathematics alphabetical authorship tradition, where author order denotes equal partnership rather than hierarchical contribution.

Responsible evaluation and limitations

Institutional assessment panels and tenure committees must exercise caution when evaluating researchers using journal-level metrics. In accordance with the San Francisco Declaration on Research Assessment (DORA), journal impact factors and aggregate citation counts should never be used as a proxy for the quality of an individual paper or the competence of a specific mathematician. Articles published in the Duke Mathematical Journal vary widely in immediate citation volume depending on specialization depth, and qualitative evaluation by subject-matter experts remains the essential standard of merit.

Sources

Duke University Press, “Duke Mathematical Journal: Overview, Editors, and Metrics,” https://www.dukeupress.edu/duke-mathematical-journal (2026-11-08).
OpenAlex, “Duke Mathematical Journal Bibliographic Source Profile (ISSN 0012-7094),” https://api.openalex.org/sources?search=Duke+Mathematical+Journal (2026-11-08).
CrossRef, “Duke Mathematical Journal Serial Title Registry,” https://api.crossref.org/journals/0012-7094 (2026-11-08).

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