Generated by DeepSeek V3.2| Mathematische Annalen | |
|---|---|
| Title | Mathematische Annalen |
| Abbreviation | Math. Ann. |
| Discipline | Mathematics |
| Language | German, English |
| Editor | Michael Struwe |
| Publisher | Springer |
| Country | Germany |
| History | 1869–present |
| ISSN | 0025-5831 |
| EISSN | 1432-1807 |
| OCLC | 01787521 |
| Website | https://www.springer.com/journal/208 |
| JSTOR | 00255831 |
Mathematische Annalen. Founded in the late 19th century, this prestigious journal has been a cornerstone of mathematical publishing, chronicling pivotal developments across pure mathematics. It is renowned for its rigorous editorial standards and for publishing landmark papers by many of the field's most influential figures. The journal's history is deeply intertwined with the evolution of modern mathematical thought, from the foundational debates of the late 1800s to contemporary advances.
The journal was established in 1869 by Alfred Clebsch and Carl Neumann, with its first volume appearing the following year. Its creation was part of a broader movement to establish specialized, high-quality publications for advanced mathematical research in Germany. Following the untimely death of Alfred Clebsch, Felix Klein assumed a leading editorial role, profoundly shaping the journal's direction and prestige during a period of intense activity in geometry and function theory. The publication weathered the political upheavals of the 20th century, including the dismissive policies of the Nazi regime which affected its editorial board, but it maintained its scholarly output. After World War II, publication resumed and the journal eventually transitioned to its current publisher, Springer.
*Mathematische Annalen* focuses on pure mathematics, encompassing core areas such as algebra, analysis, geometry, and mathematical physics. The editorial policy has always emphasized depth, originality, and long-term significance over narrow technicality, seeking papers that offer substantial insights or solve major open problems. While historically publishing in German, it became increasingly international and now primarily accepts submissions in English. The review process is exceptionally stringent, overseen by a managing editor and an editorial board comprising leading mathematicians from institutions worldwide, ensuring that only work of the highest caliber is published.
The journal's pages feature an extraordinary roster of contributors, including foundational papers by David Hilbert, such as his work on invariant theory and integral equations. Emmy Noether published her seminal theorems in abstract algebra here, revolutionizing the field. Other luminaries include Henri Poincaré, Hermann Weyl, John von Neumann, and Michael Atiyah. Landmark articles have addressed general relativity, with contributions from Albert Einstein and Kurt Gödel, and profound results in topology by Felix Hausdorff. More recent notable authors include Grigori Perelman, who published work related to the Poincaré conjecture, and Peter Scholze.
The journal's impact on mathematics is immense, having disseminated ideas that defined entire subdisciplines, such as functional analysis and algebraic geometry. Its volumes serve as a primary record for many historical breakthroughs, making it an indispensable resource for historians of science. The high citation index of its articles and its consistent ranking among the top journals in the field attest to its ongoing influence. *Mathematische Annalen* has also played a cultural role in the mathematical community, setting benchmarks for quality that influenced other journals like Annals of Mathematics and Inventiones Mathematicae.
The first managing editors were its founders, Alfred Clebsch and Carl Neumann. Felix Klein's lengthy tenure was particularly formative. In the modern era, the editorship has been held by distinguished figures such as Heinz Bauer, Friedrich Hirzebruch, and Jean-Pierre Bourguignon. The current managing editor is Michael Struwe of the ETH Zurich. Published by Springer, the journal appears in multiple volumes per year. It is abstracted and indexed in major services including Mathematical Reviews, Zentralblatt MATH, and Science Citation Index.
Category:Mathematics journals Category:Springer Science+Business Media academic journals Category:Publications established in 1869 Category:German-language journals Category:English-language journals