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Academic Journal

Q1

Opuscula Mathematica

Akademia Gorniczo-Hutnicza im. S. Staszica w Krakowie.

PolandMathematics (miscellaneous) (Q1)ISSN-matched source record
Submission information ↗
Q1Ranking
—Impact Factor (year unverified)
24H-index (SCImago 2025)
0.717SJR (2025)
2012-2026Coverage

About Opuscula Mathematica

Opuscula Mathematica is a scholarly journal published by Akademia Gorniczo-Hutnicza im. S. Staszica w Krakowie.. SCImago 2025 lists it in Q1, with an SJR of 0.717 and H-index of 24.

Coverage: 2012-2026. Research categories: Mathematics (miscellaneous) (Q1).

Open-access policies and author information

Reported in the official DOAJ public CSV snapshot (2026-09-01), downloaded 2026-10-03. Record updated 2025-02-13. This snapshot does not establish today’s listing status or fee quotation.

Accepted manuscript languagesEnglish
Licence optionsCC BY
Peer-review processAnonymous peer review
APCNo APC reported in the DOAJ snapshot
Waiver policy reportedNo
Other fees reportedNo
Author retains unrestricted copyrightNo
Reported submission-to-publication time22 weeks on average; not a guarantee
Openly licensed content since2004 (not the journal founding year)

Publisher policy links recorded by DOAJ

Source: DOAJ journal record. Journal metadata is distributed by DOAJ under CC0. Confirm current fees, tax, eligibility and waiver terms with the publisher.

Source-backed journal facts

ISSN(s)1232-9274, 2300-6919
ISSN-L1232-9274
Source typeJournal
Publisher / hosting organisationAGH University of Science and Technology
Publisher country codePL
Fully open access (OpenAlex)Yes
DOAJ flag (OpenAlex)Listed in OpenAlex metadata; confirm current status in DOAJ
Works recorded in OpenAlex834
Citations recorded in OpenAlex4,740
OpenAlex H-index27
Years represented in OpenAlex1998–2026 (not the founding or closing dates)

Topics in published research

Nonlinear Differential Equations Analysis; Advanced Mathematical Modeling in Engineering; Advanced Graph Theory Research; Differential Equations and Numerical Methods; Differential Equations and Boundary Problems; Nonlinear Partial Differential Equations.

OpenAlex classifies topics from published works. These topics are not the publisher’s official aims and scope.

Source: OpenAlex source record. Retrieved 2026-10-03. Source record updated 2026-10-02. OpenAlex metrics are different from SCImago metrics and the Clarivate Journal Impact Factor.

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