Journal of Partial Differential Equations

ISSN 1000-940x · Hong Kong · active 1988–2026

Metrics

Best Scimago quartile (2025)
Q3
Cites per paper (2y)
0.9
SJR
0.231
h-index
14

“Cites per paper” is a two-year cited-by rate computed from OpenAlex. It is not a Clarivate Journal Impact Factor — we neither compute nor license that metric (how the two differ). Citation rates differ enormously between fields, so compare within a discipline. What the other figures mean: journal quartile, SJR, h-index and article processing charge.

Data as of 15 November 2026 (venue index build).

Scimago Journal Rank 2025

In the Scimago Journal Rank 2025 edition, Journal of Partial Differential Equations is Q3 in 1 of its 4 subject categories and Q4 in the other 3. Its best category quartile is Q3.

Scimago 2025 quartile and rank of Journal of Partial Differential Equations in each subject category
Subject categoryQuartileRank in category
Computational MathematicsQ3#149 of 200
Numerical AnalysisQ4#70 of 92
AnalysisQ4#171 of 209
Applied MathematicsQ4#505 of 658
Cites per document (2 years, Scopus)
0.10
Documents indexed in 2025 (Scopus)
28

OpenAlex counts about 0.9 citations per paper over two years; Scopus, through Scimago, counts 0.10 per document. The two databases index different journals, documents and citations, so the figures differ. Neither is a Clarivate Journal Impact Factor.

The quartile is the one Scimago prints for each category. Rank is the journal's position by SJR among the journals Scimago lists in that category (#1 is the highest); “—” means we hold no rank consistent with that quartile. The document count is what Scopus indexed that year, which can be lower than a journal's full output. Source: SCImago Journal Rank 2025 edition, from Scopus data (scimagojr.com, CC BY-NC).

Journal of Partial Differential Equations is Q3 in 1 of its 4 Scimago subject categories (2025 edition; best category Computational Mathematics: Q3, #149 of 200), with SJR 0.231 (Scimago) and an h-index of 14 (OpenAlex). Listed in Scopus, Web of Science.

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Indexing & access

Indexed in
ScopusWeb of Science
Access status:
hybrid. Where this comes from publisher-level signals rather than works-level data it is a heuristic — confirm on the journal’s own site, especially regarding any article processing charge.

Official journal site →

Scope

nonlinearpartialdifferentialequationsmathematicsboundaryproblemsadvancedmathematicalphysicsgeometriccurvature

Frequently asked

Is Journal of Partial Differential Equations a predatory journal?

Our screening does not flag Journal of Partial Differential Equations. That is not a guarantee of quality — it means the venue is not on Beall's archive (frozen since 2017) and does not match our name-pattern heuristic. It is listed in Scopus, Web of Science, which is a positive signal.

Is Journal of Partial Differential Equations indexed in Scopus or Web of Science?

Per our venue index, Journal of Partial Differential Equations appears in: Scopus, Web of Science. Index membership changes over time — confirm on the index's own site before relying on it.

What is the impact factor of Journal of Partial Differential Equations?

Papers in Journal of Partial Differential Equations are cited about 0.9 times each within two years of publication, and Scimago places it in Q3, with an h-index of 14. Those are the open equivalents: the Clarivate Journal Impact Factor is a proprietary metric we neither compute nor license, so we show the two-year citation rate and Scimago quartile instead — they answer the same question of how heavily the journal is cited. A citation rate is a property of a field as much as of a journal.

What Scimago quartile is Journal of Partial Differential Equations (Q1, Q2, Q3, or Q4)?

In the Scimago Journal Rank 2025 edition, Journal of Partial Differential Equations is Q3 in 1 of its 4 subject categories and Q4 in the other 3. By category: Computational Mathematics: Q3, #149 of 200; Numerical Analysis: Q4, #70 of 92; Analysis: Q4, #171 of 209; Applied Mathematics: Q4, #505 of 658. Its best category quartile is Q3. Quartiles split the journals in a subject category into four equal groups by SJR, so Q1 is the most-cited quarter and Q4 the least; Journal of Partial Differential Equations is cited about 0.9 times per paper over two years, with an h-index of 14.

What is the Web of Science (JCR) quartile of Journal of Partial Differential Equations?

The Web of Science quartile comes from Clarivate's Journal Citation Reports (JCR), a proprietary product we neither license nor compute — so we cannot state a JCR quartile for Journal of Partial Differential Equations. The open equivalent is its best Scimago quartile, Q3 in Computational Mathematics, derived from Scopus citation data. Because JCR ranks against Web of Science and Scimago against Scopus, the two can differ, so check Clarivate's site directly if you need the JCR quartile specifically.

Is Journal of Partial Differential Equations open access?

Our index records its access status as "hybrid". Where this is derived from publisher-level signals rather than works-level data it is a heuristic, so confirm on the journal's own site — particularly if an article processing charge matters to you.

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