"Both in terms of its content and the manner of its presentation, 'Hiroshi Isozaki's 'Many-body Schrödinger equation. Scattering theory and eigenfunction expansions' is a very advanced monograph", says Radosław Szmytkowski's review zbmath.org/7766022. ... 1/2

We are sad to hear that Herbert Fleischner zbmath.org/authors/flei... has passed on October 7th. He is known for his work in graph theory, and was also a zbMATH reviewer for 14 years.His monograph "Eulerian graphs and related topics I, 1" was reviewed in zbmath.org/0792.05091.

Happy 70th birthday to Jill Pipher zbmath.org/authors/piph...! She is known for her work on PDE and cryptography. "The Neumann problem for elliptic equations with non-smooth coefficients" (with C. Kenig) was reviewed in zbmath.org/0807.35030.

Ammar Khanfer's 'Measure theory and integration' "provides a comprehensive introduction to measure theory and Lebesgue integration", says Bilel Selmi's review zbmath.org/7756346. ... 1/2

David Mumford - "Fields Medallist, MacArthur Fellow [..] and a towering figure in algebraic geometry who helped usher Grothendieck’s revolution into the American mathematical mainstream – is a seasoned blogger and curated a selection of his blog posts, edited to varying degrees, ... 1/2

Arthur David Snider's 'Basics of optimization theory' "mainly investigates some optimization methods and techniques, including linear programming, steepest descent, conjugate gradients, and the Karush-Kuhn-Tucker-John conditions", says Xiaolong Qin's review zbmath.org/7731953.

Mary Weiss zbmath.org/authors/weis..., known for her work on trigonometric series, was #botd 95 years ago. "The law of the iterated logarithm for lacunary trigonometric series" was reviewed in zbmath.org/0143.28801.

Christopher A. Matthew's 'Eratosthenes and the measurement of the Earth’s circumference' "provides a re-examination of Eratosthenes’ famous calculation of the Earth’s circumference, which is mostly known from an abbreviated argument in a surviving work of the Stoic philosopher Cleomedes", says...1/3

Jean-Michel Bismut/Shu Shen/Zhaoting Wei's 'Coherent sheaves, superconnections, and Riemann-Roch-Grothendieck' "addresses two significant related topics in complex geometry, ... 1/2

Faustina Pignatelli zbmath.org/authors/pign... was #botd 320 years ago. Carla Petrocelli's "Una `signora nelle matematiche'" was reviewed in zbmath.org/8054192.

Eric Loth's 'Fluid dynamics of particles, drops, and bubbles' "affects very wide range of issues, beginning with simple flow regimes of pure inviscid and viscous fluids and finishing with particle interactions and collisions in turbulent flows", says Aleksey Syromyasov's review zbmath.org/7673890 ..

Jacques Hadamard zbmath.org/authors/hada..., famous for his work in complex analysis, was #botd 160 years ago. His 'Étude sur les propriétés des fonctions entières et en particulier d’une fonction considérée par Riemann', proving the prime number theorem, was reviewed in zbmath.org/25.0698.03.

Rodney R. Howell's 'Algorithms. A top-down approach' "is a rigorous and intellectually demanding textbook designed for a first or second course in algorithms at the undergraduate or graduate level", says Mohammad Farshi's review zbmath.org/7662226. ... 1/2

The unique feature of Laurent Praly/Delphine Bresch-Pietri's 'Fonctions de Lyapunov, stabilité, stabilisation et atténuation de perturbations. Partie 2. Stabilisation et atténuation de perturbations' is "to cover so many approaches on nonlinear control", says V. Răsvan's review zbmath.org/8037597.

We are sad to hear about that Bhama Srinivasan zbmath.org/authors/srin... has passed on November 6th. Known for her work in group theory, she did also reviewing for many years. Her LNM volume 'Representations of finite Chevalley groups. A survey' was reviewed in zbmath.org/0434.20022.

Eric Lauga's 'Fluid mechanics. A very short introduction "is really a 'Physical fluid dynamics', so at the first glance mathematicians oriented at solving equations, studying asymptotics of solutions and looking for subtleties [..] may feel disappointed with such an introductory text", ... 1/2

We are sad to hear that Wiesław Żelazko zbmath.org/authors/zela... has passed on November 6th. We is known for his work in functional analysis, and was also a zbMATH reviewer for more than 60 years. His lecture notes 'Selected topics in topological algebras' were reviewed in zbmath.org/0221.46041.

Gregory Landini's 'Repairing Bertrand Russell’s 1913 Theory of knowledge' "focusses on Russell’s thinking in his Principia era [..] and tries to integrate Russell’s logicism into his 'Theory of knowledge', a manuscript from 1913 [published 1984]", says Detlef Spalt's review zbmath.org/7639221.

We are sad to hear that Moshe Roitman zbmath.org/authors/roit... has passed on Sep 3rd. He worked in commutative algebra, and wrote more than 250 reviews since 2000. His paper 'Polynomial extensions of atomic domains' was reviewed in zbmath.org/0780.13014.

'Daniele Barbaro’s Vitruvius of 1567' "is an English translation, by Kim Williams, of the 1567 second edition, of Daniele Barbaro’s Italian translation and extensive commentary of Vitruvius’s Ten Books of Architecture, 'one of the highest achievements of Renaissance Vitruvian exegesis", ... 1/2

We are sad to hear about the passing of Maria Aparecida Soares Ruas zbmath.org/authors/ruas.... She is known for her work in singularity theory, and has been a long-term reviewer. 'Differential geometry from a singularity theory viewpoint' (with Izumiya et al.) was reviewed in zbmath.org/1369.53004.

"The impressive paper [James Maynard's 'Primes in arithmetic progressions to large moduli III: uniform residue classes'] is the third part of three works", says Mehdi Hassani's review zbmath.org/8009109. "While in Part I and Part II the author gives new mean value theorems for primes in ... 1/2

In "the second part ['Primes in arithmetic progressions to large moduli II: well-factorable estimates'] of his three impressive works, the author improves on this direction up to 𝘹³/⁵⁻ᵋ, says Mehdi Hassani's review zbmath.org/08009108.

In [James Maynard's 'Primes in arithmetic progressions to large moduli I: Fixed residue classes'], the author refines ideas of Bombieri-Friedlander-Iwaniec (bsky.app/profile/did:...) and combines them with the ideas of Y. Zhang (zbmath.org/1290.11128 ),.... 1/2

Happy 85th birthday to Enrico Bombieri zbmath.org/authors/bomb...! He is famous for his work in number theory. His series "Primes in arithmetic progressions to large moduli" (with J.B. Friedlander and H. Iwaniec) was reviewed in zbmath.org/0588.10042, zbmath.org/0625.10036, and zbmath.org/0674.10036

Happy 80th birthday to Enrico Arbarello zbmath.org/authors/arba...! He is famous for his work in algebraic geometry. His seminal 'Geometry of algebraic curves' (with M. Cornalba, Ph. Griffiths and J. Harris) was reviewed in zbmath.org/0559.14017 and zbmath.org/1235.14002.

"The main result [of Satoshi Kondo/Seidai Yasuda's 'Arithmetic quotients of the Bruhat-Tits building for projective general linear group in positive characteristic'] asserts that the generalized modular symbols [defined as Borel-Moore fundamental classes of apartments indexed by 𝐹-bases] span ...1/2

Todd Arbogast/Jerry L. Bona's 'Functional analysis for the applied mathematician' "is exceptionally well-written, well-prepared, easy-to-read and self-contained", says Robert Plato's review zbmath.org/8010274. "Proofs are presented in the simplest possible and clear form, ... 1/2

Mikhail Alekseevich Lavrent’ev zbmath.org/authors/lavr..., known for his work in complex analysis, was #botd 125 years ago. His classic "Методы теории функций комплексного переменного" (with B.V. Shabat) was reviewed in zbmath.org/0064.06603, zbmath.org/0088.28003, and zbmath.org/0274.30001.

"Well-written and thoughtfully organized, [Alejandro Illanes's 'Continuum theory'] covers a wide range of significant and interesting topics", says David Maya's review zbmath.org/8014474. "It presents classical results while highlighting elegant and lesser-known ones."

Elisabetta Barletta/Sorin Dragomir/Mohammad Hasan Shahid/Falleh R. Al-Solamy's 'Differential geometry. Advanced topics in Cauchy-Riemann and pseudohermitian geometry (Book I-D)"is the fourth volume of a series of four," says Ahmed Lesfari's review zbmath.org/8015961, "devoted to the investigation...

Jin Xu's 'Maximal planar graph theory and the four-color conjecture' "can be considered a comprehensive introduction to the author’s journey through the landscape of maximal planar graph theory while trying to solve one of the most famous conjectures in the field – the Four-Color Theorem", ... 1/2

Eiji Ogasa's 'Four-dimensional paper constructions after Möbius, Klein and Boy' "explains for beginners how to construct surfaces in a 4-dimensional space", says Inasa Nakamura's review zbmath.org/8029543 ... 1/2

Grey Ballard/Tamara G. Kolda's 'Tensor decompositions for data science' "is a first course on tensors for data science students who are supposed to be familiar with basics from linear algebra, optimization and statistics", says Adhemar Bultheel's review zbmath.org/8031854.

Happy 80th birthday to Judith Roitman zbmath.org/authors/roit...! She is known for her work in set theory and topology. Her book 'Basic S and L' was reviewed in zbmath.org/0594.54001.

Peter J. Cameron/Pierre-Philippe Dechant/Yang-Hui He/John McKay's 'ADE. Patterns in mathematics' "presents a unifying perspective centred on the ADE pattern", says Egle Bettio's review zbmath.org/8046082. "However, the disparity in depth between introductory and advanced chapters is significant ...

"This second edition retains the essential features of the original book", says Marek Golasiński's review zbmath.org/8052956 of James R. Munkres/Steven G. Krantz/Harold R. Parks's 'Elements of algebraic topology' (the first edition was reviewed in zbmath.org/0673.55001). "There are ... 1/2

Xiao Liu/Chongchun Zeng's 'Capillary gravity water waves linearized at monotone shear flows: eigenvalues and inviscid damping' "makes two lasting contributions to the analysis of capillary-gravity water waves with shear", says Denys Dutykh's review zbmath.org/8075985. "First, it establishes ... 1/2

Ellen Henke's 'Commuting partial normal subgroups and regular localities' "makes a significant contribution to the theory of localities, which are group-like structures associated to fusion systems", says Enrico Jabara's review zbmath.org/8075990. ... 1/2

Hermann Weyl zbmath.org/authors/weyl..., famous for his work in mathematical physics and number theory, was #botd 140 years ago. His seminal book 'The classical groups, their invariants and representations' was reviewed in zbmath.org/0020.20601 and zbmath.org/65.0058.02.

In Thierry Gallouët/Raphaèle Herbin's 'Weak solutions of partial differential equations' "a modern systematic analysis is performed in investigating various classes of problems associated with partial differential equations", says Gheorghe Moroşanu's review zbmath.org/8092167. "The authors ...

Nicolas Curien's 'A random walk among random graphs' is "not intended to be a comprehensive coverage of all aspects of the subject, but rather a tour of the area with emphasis on the underlying probabilistic techniques", says David B. Penman's review zbmath.org/8098063.

Shiyu Zhao's 'Mathematical foundations of reinforcement learning' "gives a mathematical introduction to concepts, problems and algorithms in reinforcement learning, intended for graduate and senior undergraduate students, as well as for practitioners", says Martin Holeňa's review zbmath.org/7989718.

John Frank Adams zbmath.org/authors/adam..., famous for his work on topology, was #botd 95 years ago. His seminal lecture notes 'Stable homotopy and generalised homology' was reviewed in zbmath.org/0309.55016.

Frédéric D. Vrins's 'Derivatives pricing' "is a textbook that can be used by students [..] in financial mathematics", says George Stoica's review zbmath.org/7989792. It aims "at providing a shortcut to advanced knowledge [..] as a compromise between theory, intuition and financial reality."

Victor H. L. Rocha/Josiney A. Souza's 'Lyapunov stability of transformation semigroups' "is focused on the notion of classical Lyapunov stability, along with its generalizations, and transformation semigroups acting on general uniform topological spaces", ... 1/2

F. Tari/M. Salarinoghabi/M. Hasegawa's 'Geometric deformations of discriminants and apparent contours' "is devoted to creating a geometric deformation theory for maps from the plane to the plane which respects the geometry of their discriminant", says R. O. Sinha's review zbmath.org/8010257 ... 1/4

"A rigid motion is the composition of a rotation and a translation. If one omits the rotations, one can still obtain useful [kinematic] formulas, this is the so called translative integral geometry", says Andreas Bernig's review zbmath.org/8014469 of ... 1/2

This revised edition of [Michael W. Davis's 'The geometry and topology of Coxeter groups'] offers a comprehensive and substantially expanded treatment of Coxeter groups and their applications to topology and geometry, says Egle Bettio's review zbmath.org/8014470. ... 1/2

"In this marvelously illustrated booklet, the authors bring an ode to the architect Gaudí by showing the intrinsic geometry that is hidden in the organic curved shapes that can be found in his creations", says Adhemar Bultheel's review zbmath.org/8023306 ... 1/1