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zbMATH Open

@zbmathopen.bsky.social
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zbMATH Open is the world’s most comprehensive and longest-running reviewing service in mathematics, edited by the European Mathematical Society, the Heidelberg Academy of Sciences and Humanities, and FIZ Karlsruhe.

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zbMATH Open @zbmathopen.bsky.social · 24/09/2026
Shouhei Ma's `Vector-valued orthogonal modular forms` "is devoted to the development of the systematic theory of vector-valued modular forms for orthogonal groups of signature (2,n)", says Ivan Matić's review zbmath.org/1580.11001 ....1/2
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zbMATH Open @zbmathopen.bsky.social · 24/09/2026
Girolamo Cardano zbmath.org/authors/card..., famous for publishing solution formulae for cubic and quartic equations, was #botd 525 years ago. T. R. Witmer's 1968 translation of his ^Ars magna' was reviewed in zbmath.org/0191.27704.
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zbMATH Open @zbmathopen.bsky.social · 21/09/2026
Raphaël Danchin/Matthias Hieber/Piotr Mucha/Patrick Tolksdorf's 'Free boundary problems via Da Prato-Grisvard theory' "is devoted to the proof of maximal L₁ regularity results for parabolic equations and especially for Stokes and Lamé systems", says Alain Brillard's review zbmath.org/1580.35002.
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zbMATH Open @zbmathopen.bsky.social · 17/09/2026
Today, at 5:30 p.m. CEST, zbMATH Open Editor-in-Chief Christian Bär gives a public lecture `Bernhard Riemann – Visionär der modernen Mathematik' www.uni-muenster.de/de/veranstal... at the #riemann200 conference in Münster.
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Scientific Events
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zbMATH Open @zbmathopen.bsky.social · 17/09/2026
Bernhard Riemann https:// zbmath.org/authors/riemann.bernhard was #botd 200 years ago #riemann200 The 1876 edition of his collected works was reviewed in https:// zbmath.org/08.0231.03.
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zbMATH Open @zbmathopen.bsky.social · 15/09/2026
Happy 100th birthday to zbmath.org/authors/serr...! He is famous for his work on algebraic topology, algebraic geometry, and algebraic number theory. His seminal monograph `Représentations linéaires des groupes finis' was reviewed in zbmath.org/0189.02603.
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zbMATH Open @zbmathopen.bsky.social · 15/09/2026
Enrico Le Donne's `Metric Lie groups. Carnot-Carathéodory spaces from the homogeneous viewpoint' "provides a systematic study of Carnot-Carathéodory spaces from the viewpoint of Lie groups, with particular emphasis on Carnot groups and more generally, metric and sub-Finsler Lie groups", ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 15/09/2026
Paul Lévy zbmath.org/authors/levy..., famous for his work in stochastics, was #botd 140 years ago. His seminal `Théorie de l’addition des variables aléatoires' was reviewed in zbmath.org/63.0490.04 and zbmath.org/0016.17003.
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zbMATH Open @zbmathopen.bsky.social · 11/09/2026
Congratulations to our reviewer Dhruv Ranganathan zbmath.org/authors/rang... for being awarded the Algebraic Geometry Prize by the Foundation Compositio Mathematica for `Logarithmic Gromov-Witten theory with expansions' zbmath.org/1509.14111 at the `Two Centuries of Moduli'-Conference in Berlin!
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European Mathematical Society @euromathsoc.bsky.social · 10/09/2026
The EMS has published a statement on OpenAI’s announced solution to the Navier–Stokes Problem. “Questions of authorship and credit [...] will need to be resolved.” The statement also addresses open science and access to research tools. Read the full statement: euromathsoc.org/news/225
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EMS statement on recent Navier–Stokes announcement
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zbMATH Open @zbmathopen.bsky.social · 11/09/2026
Thanks to the organizers of #dmv2026 to give us the opportunity to explore in the lunch talk `What is zbMATH Open and what can it do for you?' the various connections between mathematical information facets within our service.
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zbMATH Open @zbmathopen.bsky.social · 07/09/2026
Meet the zbMATH Open team at our joint MaRDI / FIZ Karlsruhe booth at the #dmv2026 meeting at Konstanz!
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zbMATH Open @zbmathopen.bsky.social · 07/09/2026
Great to be at the #dmv2026 meeting at Konstanz opened by a lecture of zbMATH reviewer (and Fields medalist) June Huh zbmath.org/authors/huh.... - many thanks to the organizers!
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zbMATH Open @zbmathopen.bsky.social · 06/09/2026
Henryk Żołądek's 'The monodromy group' "is a slightly extended version of the first edition, published 20 years ago [zbmath.org/1103.32015]", says Aleksandr G. Aleksandrov's review zbmath.org/1580.30001. The "goal is to supplement the previous exposition with a number of results ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 01/09/2026
Tianxin Cai's 'Mathematical legends. From Thales to Erdős' "tells a clear and enjoyable story of several leading figures in the history of mathematics", says Kıvanç Ersoy's review zbmath.org/1580.01001 ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 30/08/2026
Jorge A. León's 'Theory of stochastic integrals' "presents stochastic integration options and solutions in stochastic situations which go beyond Itô’s theory to processes which are not semimartingales, such as Volterra Gaussian processes or processes with bounded 𝘱-variation", ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 30/08/2026
Olga Taussky-Todd zbmath.org/authors/taus..., famous for her work on algebraic number theory and matrix theory, was #botd 120 years ago. ``A recurring theorem on determinants" was reviewed in zbmath.org/0036.01301.
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zbMATH Open @zbmathopen.bsky.social · 26/08/2026
Uri Elias's 'Fundamentals of ordinary differential equations' "is a nice text on ordinary differential equations based on the author’s lectures for students in engineering and science programs at the Israel Institute of Technology", says Yuriy V. Rogovchenko's review zbmath.org/1580.34001. ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 24/08/2026
"The first edition of Gert-Martin Greuel/Christoph Lossen/Eugenii I. Shustin's 'Introduction to singularities and deformations" (reviewed in zbmath.org/1125.32013) has become a standard reference for singularity theory and deformations of complex analytic germs", ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 21/08/2026
Changxing Miao/Ruipeng Shen's 'Regularity and scattering of dispersive wave equation. Multiplier method and Morawetz estimate' "is a nice book for the study of dispersive equations", says Long Meng's review zbmath.org/1580.35003. ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 19/08/2026
W. A. Zúñiga-Galindo's '𝘱-adic analysis' "provides a concise and interdisciplinary introduction to the fundamental concepts and methods of 𝘱-adic analysis and its connections with mathematical physics and related applications", says Ferit Gürbüz's review zbmath.org/1580.35005.
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zbMATH Open @zbmathopen.bsky.social · 17/08/2026
Hitoshi Tanaka/Hiroki Saito's 'Introduction to potential theory. Maximal operators and weights' "presents a rigorous and systematic treatment of harmonic analysis and potential theory, with particular emphasis on maximal operators, weighted inequalities, and their interactions ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 16/08/2026
Arkady Plotnitsky's 'Logos and alogon' "is a philosophical look at the tension between the 'thinkable' and 'unthinkable' in the 19th and 20th century", says Victor V. Pambuccian's review zbmath.org/1580.00002. "The way the two interact is described in the following terms: ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 14/08/2026
Eugene Lukacs zbmath.org/authors/luka..., known for his work in stochastics, was #botd 120 years ago. His monograph 'Characteristic functions' was reviewed in zbmath.org/0201.20404.
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zbMATH Open @zbmathopen.bsky.social · 08/08/2026
V. Babu's 'Fundamentals of incompressible fluid flow' "contains many useful and important concepts, together with a rigorous analysis of all treated problems", says Mirela Kohr's review zbmath.org/1580.76001. ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 05/08/2026
Pavel Arazim's 'The problem of plurality of logics' "contains a very detailed survey of philosophical views on the nature of logic, with the author’s critiques, who presents his own philosophy of logic, logical dynamism", says Victor V. Pambuccian's review zbmath.org/1580.03001.
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zbMATH Open @zbmathopen.bsky.social · 03/08/2026
"Written by an expert of the cognitive neurosciences, with major discoveries on the neurophysiology of vision and an abiding interest in the history and philosophy of our understanding of vision, ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 02/08/2026
Neven Grbac's 'The Franke filtration of the spaces of automorphic forms on the symplectic group of rank two' "provides a complete explicit description of the Franke filtration of the space of automorphic forms of Sp₂", says Ivan Matić's review zbmath.org/1579.11001.
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zbMATH Open @zbmathopen.bsky.social · 01/08/2026
Paweł Lorek/Tomasz Rolski's 'Lectures on Monte Carlo theory' "has a lot of theorems underlying the algorithms", says Adhemar Bultheel's review zbmath.org/1579.65002. "The focus is on the practical implementation and the applicability of the methods. The corresponding Python code is made available."
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zbMATH Open @zbmathopen.bsky.social · 01/08/2026
Hilary Putnam zbmath.org/authors/putn..., known for his work on the foundations of mathematics, was #botd 100 years ago. "Trial and error predicates and the solution to a problem of Mostowski" was reviewed in zbmath.org/0193.30102.
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European Mathematical Society @euromathsoc.bsky.social · 30/07/2026
🌎 As #ICM2026 draws to a close, thank you to everyone who visited the EMS / EMS Press / zbMATH Open booth in Philadelphia! 🎥 Closing Ceremony today: 1:00–2:30 PM local time / 19:00–20:30 CEST live on YouTube: www.youtube.com/@SimonsFound... See you in Glasgow for #ICM2030! 👋
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zbMATH Open @zbmathopen.bsky.social · 29/07/2026
Happy 80th birthday to Marie-France Vignéras zbmath.org/authors/vign...! She is known for her work in arithmetic geometry. Her monograph 'Arithmétique des algèbres de quaternions' was reviewed in zbmath.org/0422.12008.
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zbMATH Open @zbmathopen.bsky.social · 29/07/2026
Aymeric Baradat/Hugo Lavenant's 'Regularized unbalanced optimal transport as entropy minimization with respect to branching Brownian motion'"deals with some of the latest technical developments of optimal transport, at the crossroads between functional analysis, probability theory ... 1/2
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European Mathematical Society @euromathsoc.bsky.social · 27/07/2026
📍 Have you visited the @euromathsoc.bsky.social / @ems-press.bsky.social / @zbmathopen.bsky.social booth at #ICM2026 yet? Come by to learn more about EMS activities, EMS Press books and journals, open access initiatives, and zbMATH Open. 👋 We would be happy to meet you in Philadelphia!
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zbMATH Open @zbmathopen.bsky.social · 24/07/2026
Friedrich Schottky zbmath.org/authors/scho..., famous for his work on elliptic, abelian, and theta functions, was #botd 175 years ago. "Über die conforme Abbildung mehrfach zusammenhängender ebener Flächen", introducing automorphic functions and Schottky groups, was reviewed in zbmath.org/09.0584.02
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European Mathematical Society @euromathsoc.bsky.social · 24/07/2026
📍 Greetings from #ICM2026! Come and say hello at the shared @euromathsoc.bsky.social / @ems-press.bsky.social / @zbmathopen.bsky.social booth with Elvira Hyvönen, Head of the EMS Office, Apostolos Damialis, Editorial Director of EMS Press, and Christian Bär, Editor-in-Chief of zbMATH Open.
Group photo next to the shared booth of EMS / EMS Press / zbMath Open at ICM2026. In the picture are Elvira Hyvönen, Head of the EMS Office, Apostolos Damialis, Editorial Director of EMS Press, and Christian Bär, Editor-in-Chief of zbMATH Open.The shared EMS / EMS Press / zbMATH Open booth at ICM 2026
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Congratulations to Yuriĭ Evgen’evich Nesterov zbmath.org/authors/nest... for being awarded the #CarlFriedrichGaussPrize2026! He is known for his work in optimization. His "Introductory lectures on convex optimization" were reviewed in zbmath.org/1086.90045.
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Congratulations to Graeme Segal zbmath.org/authors/sega... for being awarded the #ChernMedal2016 ! He is known for his work in topology. "Categories and cohomology theories" was reviewed in zbmath.org/0284.55016.
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Congratulations to Hong Wang zbmath.org/authors/wang... for being awarded the #FieldsMedal2026 ! She is known for her work on Fourier analysis and for proving the Kakeya conjecture. "On Falconer’s distance set problem in the plane" (with Guth/Iosevich/Ou) was reviewed in zbmath.org/1430.28001.
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Congratulations to Jacob Tsimerman zbmath.org/authors/tsim... for being awarded the #FieldsMedal2026 ! He is known for his work in arithmetic geometry. "The André-Oort conjecture for 𝒜₉" was reviewed in zbmath.org/1415.11086.
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Congratulations to John Pardon zbmath.org/authors/pard... for being awarded the #FieldsMedal2026 ! He is known for his work in topology. His "Contact homology and virtual fundamental cycles" was reviewed in zbmath.org/1422.53071.
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Congratulations to Yu Deng zbmath.org/authors/deng..., #FieldsMedal2026 Winner! He is known for his work on Hilbert's sixth problem. "Global solutions of the gravity-capillary water-wave system in three dimensions" (with A. Ionescu/B. Pausader/F. Pusateri) was reviewed in zbmath.org/1397.35190.
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Read about the digitization of more than 250,000 pages of reviews from zbMATH volumes 1-529 (1932-1984) into machine-readable LaTeX in recent our EMS @EuroMathSoc Magazine column doi.org/10.4171/mag/... !
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Digitisation of scanned reviews from zbMATH Open | EMS Magazine
EMS Magazine Article from: Bela Gipp, Ivan Pluzhnikov, Moritz Schubotz, Olaf Teschke
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Meet zbMATH Open Editor-in-Chief Christian Bär and Moritz Schubotz @schubotz.bsky.social of FIZ Karlsruhe at our joint EMS euromathsoc.bsky.social / EMS Press @ems-press.bsky.social / zbMATH Open booth at the #ICM2026 in Philadelphia!
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zbMATH Open @zbmathopen.bsky.social · 23/07/2026
Boris Vexler/Dominik Meidner's 'Numerical analysis for elliptic optimal control problems' provides "the theoretical and numerical algorithmic tools to solve control problems of systems described by elliptic PDEs", says Adhemar Bultheel's review zbmath.org/1579.49002 ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 21/07/2026
Rui Loja Fernandes/Ivan Struchiner's 'The global solutions to a Cartan’s realization problem' "uses the theory of \(G\)-structure Lie groupoids to characterize all solutions of a Cartan realization problem", says Madeleine Jotz's review zbmath.org/1579.53003 ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 21/07/2026
Anatoliĭ Nikolaevich Andrianov zbmath.org/authors/andr..., known for his work in number theory, was #botd 90 years ago. His influential monograph 'Quadratic forms and Hecke operators' was reviewed in zbmath.org/0613.10023.
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zbMATH Open @zbmathopen.bsky.social · 20/07/2026
Jiří Adámek/Stefan Milius/Lawrence S. Moss's 'Initial algebras and terminal coalgebras' "offers a comprehensive exploration of the applications of algebras and coalgebras within theoretical computer science", says Atabey Kaygun's review zbmath.org/1579.18001. "Historically, the consensus in ... 1/2
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zbMATH Open @zbmathopen.bsky.social · 20/07/2026
Otto Blumenthal zbmath.org/authors/blum..., known for his work in complex analysis and number theory, was #botd 150 years ago. "Über Modulfunktionen von mehreren Veränderlichen", introducing what became known as Hilbert-Blumenthal modular forms, was reviewed in zbmath.org/34.0466.01.
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zbMATH Open @zbmathopen.bsky.social · 19/07/2026
David Levanony/Peter E. Caines's 'Stochastic Lagrangian adaptation's subject "is stochastic adaptive control, in particular, the case involving parameters estimates that are implicitly biased", says Eliane R. Rodrigues's review zbmath.org/1579.93310.
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