Academic Journal
Quartile not availableActa Mathematica Academiae Scientiarum Hungaricae
About Acta Mathematica Academiae Scientiarum Hungaricae
Overview
Acta Mathematica Academiae Scientiarum Hungaricae was the founding title — used from 1950 until the early 1980s — of the Hungarian mathematics journal now published as Acta Mathematica Hungarica. Established in 1950 by the Hungarian Academy of Sciences, it is a peer-reviewed journal of pure and applied mathematics published by Akadémiai Kiadó (Budapest) in cooperation with Springer Science+Business Media. Because the journal continued without interruption under its shortened name, citations to "Acta Mathematica Academiae Scientiarum Hungaricae" and "Acta Mathematica Hungarica" belong to a single publication lineage, and bibliographic databases generally file the older volumes under the current title.
The journal's standard identifiers are ISSN 0236-5294 (print) and ISSN 1588-2632 (web/electronic), CODEN AMAHE9, LCCN 83646315, and OCLC no. 09938525. Its ISO 4 abbreviation is Acta Math. Hung. and its MathSciNet abbreviation is Acta Math. Hungar. The journal publishes research articles of top quality in all areas of pure and applied mathematics as well as theoretical computer science, with a stated preference for papers demonstrating mathematical novelty and for work related to advances being made by Hungarian mathematicians.
History: From 1950 to the Present
The journal was founded in 1950 by the Hungarian Academy of Sciences (Magyar Tudományos Akadémia) as Acta Mathematica Academiae Scientiarum Hungaricae — literally "Acta Mathematica of the Hungarian Academy of Sciences." Its creation reflected the post-war reorganization of Hungarian science and the Academy's ambition to give Hungarian mathematics an internationally visible publication venue. Hungary's mathematical tradition — associated with figures such as Lipót Fejér, Frigyes Riesz, Alfréd Haar, John von Neumann, and Paul Erdős — provided both the intellectual foundation and the author base for the new journal.
The title was shortened to Acta Mathematica Hungarica in the early 1980s (directory records date the current title from 1983), a change that simplified citation while preserving the journal's identity and volume numbering. The older, longer title therefore appears in citations to volumes from roughly 1950 through the early 1980s, and researchers tracing the literature of that era — including papers by leading Hungarian mathematicians of the mid-20th century — will encounter it regularly. A scanned 1980 volume page from the Mathematical Institute of the Hungarian Academy of Sciences (1053 Budapest, Reáltanoda u. 13–15) confirms the older title in use at the end of the 1970s.
Since the rename, the journal has continued as an international journal of repute, published yearly in three volumes of two issues each (six issues per year) in both print and electronic formats, per the publisher's description. (One encyclopedia-style directory entry gives the frequency as 16 issues per year; the discrepancy is noted here rather than resolved, and readers should consult the publisher's current pages.)
Publisher and Institutional Backing
The journal is a journal of the Hungarian Academy of Sciences, published by Akadémiai Kiadó (the Academy's publishing house, Budapest) and distributed internationally by Springer Science+Business Media (Springer Netherlands, Dordrecht). This dual arrangement — Academy ownership with a major international commercial publisher handling distribution — is characteristic of several long-standing Central European academy journals and gives the title both institutional stability and global reach through Springer's platforms, including SpringerLink.
The editors are drawn from the mathematician members of the Hungarian Academy of Sciences, with an honorary editor (Ákos Császár, per encyclopedia records) alongside the active editorial team. This academy-based editorial governance connects the journal directly to the Hungarian mathematical research community.
Aims and Scope
Acta Mathematica Hungarica — continuing the mission established under its founding title — is devoted to publishing research articles of top quality in all areas of pure and applied mathematics as well as in theoretical computer science. The journal publishes mainly pure mathematics, though papers of a more applied nature are accepted provided they have non-trivial mathematical content. Submissions are strictly refereed, and only papers of the highest quality are accepted.
The journal's scope statement gives preference to papers that demonstrate mathematical novelty, and it particularly welcomes submissions dealing with all areas of mathematics related to the advances being made by Hungarian mathematicians — a scope formulation that honors the journal's founding mission while remaining fully international in authorship. The majority of accepted papers are in English.
Editorial Leadership
Editorial leadership attributions differ between sources: an encyclopedia entry names Imre Bárány as editor-in-chief (with Ákos Császár as honorary editor), while Springer's journal page has listed András Biró. Such discrepancies typically reflect transitions between editorial terms or differences in how sources date their information; the authoritative current masthead is the one published on Springer's official journal pages, which readers should consult directly. The editors are the mathematician members of the Hungarian Academy of Sciences.
Peer Review
The journal states that submissions are strictly refereed and that only papers of the highest quality are accepted for publication. Detailed operational specifics — reviewer counts, single- versus double-anonymous review, and current turnaround times — are not publicly documented in the sources consulted and are left unstated here.
Abstracting and Indexing
The journal is abstracted and indexed by the following services (per Journal Citation Reports and encyclopedia records):
- Science Citation Index (Web of Science Core Collection)
- Journal Citation Reports / Science Edition
- Scopus (Elsevier; coverage from 1983 onward per directory records)
- Mathematical Reviews (MathSciNet)
- Zentralblatt MATH (zbMATH)
Indexing in the Science Citation Index and Scopus, together with coverage in the two principal mathematics reviewing databases (Mathematical Reviews and zbMATH), gives the journal's articles comprehensive discoverability within the mathematics research literature.
Impact Metrics
Citation metrics for the journal vary across aggregators and years; all figures below are attributed per source and should be verified against the live databases:
- Journal Impact Factor: 0.979 (2021, per Journal Citation Reports via encyclopedia records); 0.469 (2015); 0.750 (2025, per SciJournal, up 44.2% versus 2024); 0.536 (2025 edition, per a Chinese journal database)
- SCImago Journal Rank (SJR): 0.412 (2025, per SciJournal)
- h-index: 49 (per SciJournal, steady 2024–2025)
- Mathematical Citation Quotient (MCQ): 0.39 (2009)
The variation between aggregator figures reflects different data sources, citation windows, and update cycles; the Journal Citation Reports figure remains the canonical Impact Factor. Within mathematics — a field with structurally lower citation densities than the life sciences — these metrics place the journal as a solid, internationally recognized venue rather than a top-tier outlet.
Open Access and Licensing
The journal is published in both print and electronic formats through Springer. Specific open-access options (such as hybrid open access via Springer's Open Choice program) and the applicable licenses are governed by Springer's current policies; authors seeking open-access publication should consult Springer's official journal pages for the available options and any associated charges.
Publication Ethics
As a strictly refereed journal of the Hungarian Academy of Sciences published with Springer, the journal operates under standard academic publishing ethics: submissions must be original, not under consideration elsewhere, with appropriate authorship and disclosure of conflicts of interest. Authors should consult the publisher's current ethical guidelines for the full policy.
Submission Guidelines
Submissions are made through Springer's editorial management system as directed on the journal's official Springer pages, which also carry the current instructions for authors (manuscript preparation, reference formatting, and any page or length guidance). Because the journal emphasizes mathematical novelty and rigorous refereeing, authors should ensure manuscripts are complete, carefully written, and formatted to the journal's specifications before submission.
Distinguishing This Title from Similarly Named Journals
The founding title Acta Mathematica Academiae Scientiarum Hungaricae must be distinguished from several similarly named journals, a frequent source of citation confusion:
- Acta Mathematica (ISSN 0001-5962) — the Swedish journal founded in 1882 by Gösta Mittag-Leffler, a different and older publication;
- Acta Mathematica Hungarica — the current (shortened) title of this same journal, not a separate title;
- Acta Mathematica Sinica — the Chinese journal (Chinese and English series), unrelated;
- Acta Mathematica Scientia — the Chinese journal published by Springer, unrelated;
- Acta Scientiarum Mathematicarum (ISSN 0001-6969) — the Szeged-based Hungarian journal founded by Alfréd Haar and Frigyes Riesz in 1922, a distinct publication of the János Bolyai Mathematical Institute, University of Szeged.
When citing volumes from 1950 to the early 1980s, the full founding title (or its standard abbreviation) should be used as it appeared on the original publication; modern databases generally map these citations to the current title.
Frequently Asked Questions
What was Acta Mathematica Academiae Scientiarum Hungaricae?
The founding title (1950 to early 1980s) of the Hungarian Academy of Sciences mathematics journal now known as Acta Mathematica Hungarica — the same journal under an earlier, longer name.
When did the title change?
Directory records date the shortened title Acta Mathematica Hungarica from 1983; the older title appears on volumes from 1950 through the early 1980s.
Who publishes the journal?
The Hungarian Academy of Sciences, through Akadémiai Kiadó (Budapest), in cooperation with Springer Science+Business Media for international distribution.
What are the journal's ISSNs?
ISSN 0236-5294 (print) and ISSN 1588-2632 (electronic).
What does the journal publish?
Top-quality research articles in all areas of pure and applied mathematics and theoretical computer science, with emphasis on mathematical novelty and connections to Hungarian mathematical advances.
Is the journal indexed in Web of Science and Scopus?
Yes — it is covered by the Science Citation Index, Journal Citation Reports, Scopus, Mathematical Reviews, and Zentralblatt MATH.
What is its Impact Factor?
0.979 for 2021 per Journal Citation Reports; aggregator figures for other years vary (0.750 for 2025 per SciJournal) and should be verified against the live databases.
How does it differ from Acta Mathematica?
Acta Mathematica (founded 1882, Mittag-Leffler Institute) is a separate, older Swedish journal; the similar names are a common source of confusion.
The Hungarian Mathematical Tradition Behind the Journal
The founding of Acta Mathematica Academiae Scientiarum Hungaricae in 1950 cannot be understood apart from Hungary's extraordinary mathematical culture. In the first half of the 20th century, Hungary produced a concentration of mathematical talent disproportionate to its size: Lipót Fejér's work on Fourier series, Frigyes Riesz's founding contributions to functional analysis, Alfréd Haar's measure and wavelets, John von Neumann's wide-ranging genius, and above all Paul Erdős, whose itinerant collaborative career made him the most prolific and networked mathematician of the century. The journal was conceived as the Academy's flagship venue for this tradition — a place where Hungarian mathematics could speak to the world in its own voice.
The Academy's Mathematical Institute (the Rényi Institute, named after Alfréd Rényi) became the journal's institutional anchor — its address at Reáltanoda utca 13–15 in Budapest appearing on the journal's pages, as confirmed by the 1980 volume front matter. This placed the journal at the physical center of Hungarian mathematical life, alongside the institute's seminars and the Eötvös Loránd University's mathematical community. For researchers tracing the publication history of mid-century Hungarian mathematics — including Erdős's own papers, many of which appeared in Academy publications — the older title is a familiar landmark.
The journal's scope preference for "work related to the advances being made by Hungarian mathematicians" is therefore not parochialism but a statement of identity: in combinatorics, set theory, number theory, and analysis — fields where Hungarian mathematicians led the world — the journal positioned itself as the natural home for the resulting literature, while remaining open to international authorship.
Publishing Through the Cold War
Founded five years after the Second World War and operating through the entire Cold War, the journal served as one of the principal channels by which Hungarian mathematics reached Western readers despite political divisions. The Academy's publishing house, Akadémiai Kiadó, maintained exchange and distribution arrangements that put the journal's volumes into Western university libraries, and the later partnership with Springer (a West German/Dutch publisher) formalized this East–West bridge. The journal's continuous publication from 1950 to the present — through political upheavals including the 1956 revolution — testifies to the institutional resilience of the Academy's publishing program.
The 1983 title shortening coincided with a broader modernization of the Academy's journals for international markets: shorter, more citable titles, standardized ISSNs, and deeper integration with Western abstracting services. The substance — Academy ownership, Hungarian editorial governance, and the scope emphasizing mathematical novelty — remained unchanged.
Indexing and Discoverability in Detail
The journal's indexing profile is that of an established, internationally recognized mathematics title. Coverage in the Science Citation Index (the core of the Web of Science) and the associated Journal Citation Reports provides the canonical Impact Factor. Scopus coverage, running from 1983 in directory records — notably coinciding with the title change — supplies the CiteScore, SJR, and h-index metrics. The two mathematics-specific reviewing databases, Mathematical Reviews (MathSciNet, operated by the American Mathematical Society) and Zentralblatt MATH (zbMATH), provide the detailed review coverage that mathematicians rely on for literature discovery, with the journal's MathSciNet abbreviation Acta Math. Hungar. serving as its identifier in that system.
For citation purposes, the CODEN AMAHE9, LCCN 83646315, and OCLC number 09938525 provide additional disambiguation hooks — particularly useful given the crowded "Acta Mathematica" namespace. Librarians cataloguing retrospective holdings should note that pre-1983 volumes carry the longer title and should be filed as a single serial run with the current title.
Citing the Older Title: A Practical Guide
Researchers encountering references to "Acta Math. Acad. Sci. Hungar." (the standard abbreviation of the founding title) should treat them as references to this same journal. Modern citation databases generally normalize these references to Acta Mathematica Hungarica, but the original citation form — with the full older title as printed — remains the correct form for historical bibliography. Volume numbering continued uninterrupted through the 1983 rename, so a citation to volume 34 (1980) under the old title and a citation to volume 35 (1984) under the new title refer to consecutive volumes of one serial.
This continuity distinguishes the journal from cases of genuine title splits or mergers: there was no new serial, no new ISSN assignment disrupting the run, and no change in editorial governance — only a shortening of the name.
The Journal's Content Character
Across seven decades, the journal's pages have carried the characteristic imprint of the Hungarian school: elegant problems in combinatorics and graph theory, deep results in classical analysis and approximation theory, advances in set theory and logic, and contributions to number theory and probability. While the journal's scope officially spans all of pure and applied mathematics and theoretical computer science, its historical center of gravity — reflecting the strengths of its editorial community — has lain in the areas where Hungarian mathematics achieved world leadership. For the historian of mathematics, the journal's backfile is thus both a research archive and a documentary record of one of the 20th century's great national mathematical traditions.
Sources and Verification Notes
This profile was compiled from encyclopedia records for Acta Mathematica Hungarica (documenting the former title, founding year 1950, publisher, ISSNs, indexing, and Impact Factor history), the Springer journal description (scope, volumes/issues, editorial governance), SciJournal metrics pages (2025 Impact Factor, SJR, h-index — attributed), a Chinese journal database (publication details and title history), and a scanned 1980 volume front matter page from the Mathematical Institute of the Hungarian Academy of Sciences confirming the older title in use. Conflicting snapshots — particularly the editor-in-chief attribution (Imre Bárány versus András Biró) and publication frequency (6 versus 16 issues per year) — are flagged rather than resolved. Fields with no verifiable public source, including peer-review operational details, acceptance rates, and current article processing charges, are left unstated.
Journal Metrics
A quartile may vary by subject category. Values without a source or reporting year are unverified historical entries. Verify the current Journal Impact Factor with Clarivate or the publisher before using it.
Aims & Scope
The publisher’s official aims and scope have not yet been verified for this profile. Use the journal website to check subject fit and accepted article types before submitting.
Recent Research Articles
Latest publications matched automatically by ISSN.
A class of biorthogonal expansions arising from a Volterra operator equation
A. McD Mercer
1982-12 · DOI: 10.1007/bf01896698Definition and construction of free algebras revisited
A. Abian
1982-12 · DOI: 10.1007/bf01896696Absolute summability of Fourier series
G. Sunouchi
1982-12 · DOI: 10.1007/bf01896695Über das asymptotische Verhalten von Lösungen gewöhnlicher asymptotisch periodischer Differentialgleichungen mit zufälligen Parametern
V. N. Tran
1982-12 · DOI: 10.1007/bf01896700A note on Ky Fan's minimax theorem
I. Joó, L. L. Stachó
1982-12 · DOI: 10.1007/bf01896709On *-simple rings
Halina Korolczuk
1982-12 · DOI: 10.1007/bf01896702Continuity and derivability of additive interval functions
M. Laczkovich
1982-12 · DOI: 10.1007/bf01896708On small and cosmall modules
Mary Rayar
1982-12 · DOI: 10.1007/bf01896707A criterion for tightness for a class of dependent random variables
Magda Peligrad
1982-12 · DOI: 10.1007/bf01896693On relations of coefficient-conditions
L. Leindler
1982-12 · DOI: 10.1007/bf01896710A short note about pointwise divergence of Jacobi expansion for continuous functions
W. Richter
1982-12 · DOI: 10.1007/bf01896697On isomorphism theorems forC(X)
P. R. Misra
1982-12 · DOI: 10.1007/bf01896704On the almost everywhere divergence of Lagrange interpolation (complex and trigonometric cases)
P. Vértesi
1982-12 · DOI: 10.1007/bf01896703On a Finsler space of zero projective curvature
P. N. Pandey
1982-12 · DOI: 10.1007/bf01896706An upper radical property and an answer to a problem of L.C.A. van Leeuwen and G.A.P. Heyman
G. Tzintzis
1982-12 · DOI: 10.1007/bf01896705Bemerkung zum Gesetz der großen Zahlen
K. Tandori
1982-12 · DOI: 10.1007/bf01896701Spline function approximations for solution of differential equations with retarded arguments
A. Bleyer, W. Preuss
1982-12 · DOI: 10.1007/bf01896694Hereditary natural covers and subspaces of Σ R
S. Willard, S. M. Karnik
1982-12 · DOI: 10.1007/bf01896699On sums of Lebesgue function type
P. Vértesi
1982-09 · DOI: 10.1007/bf01903579Characterization of quasideviation means
Zs. Páles
1982-09 · DOI: 10.1007/bf01903583Reviews
Community Reviews
Version History
October 12, 2026 at 8:04 am
October 9, 2026