Pengchong Chen/Ying Luo's 'Fractional order PID and ADR controls' "has several advantages for the interested audience, mainly engineers", says Lazaros Moysis's review zbmath.org/8079835.
"It includes a very high number of simulations, which are very useful in understanding the presented material."
Happy 75th birthday to Michael Freedman zbmath.org/authors/free...! He is famous for his work in topology. His seminal work "The topology of four-dimensional manifolds", containing the proof of the four-dimensional Poincaré conjecture, was reviewed in zbmath.org/0528.57011.
...of the symmetries of things.'
"Since the focus is on the introduction of the orbifold notation and the MT, parts of the original text could be removed which left some room for even more illustrations, more exercises with solutions, and more constructing, cutting and folding projects to enjoy."2/2
"What started as the preparation for a second edition of zbmath.org/1173.00001 gradually grew into a stand-alone version of part I", says Adhemar Bultheel's review zbmath.org/8079774 of John H. Conway/Heidi Burgiel/Chaim Goodman-Strauss's 'The magic theorem. A greatly-expanded, much-abridged ...1/2
...Nicolò De Ponti's review zbmath.org/8075983.
"Some of the results in the paper have been subsequently extended to the class of (possibly collapsed) RCD(K,N) spaces, and [..] used to obtain applications in the study of isoperimetric problems and minimal graphs over smooth noncompact manifolds."2/2
Andrea Mondino/Daniele Semola's 'Weak Laplacian bounds and minimal boundaries in non-smooth spaces with Ricci curvature lower bounds' initiates "a regularity theory for boundaries of sets (locally) minimizing the perimeter, inside an ambient space that is a non-collapsed RCD(K,N) space", says... 1/2
... "I would recommend this volume both as an accessible entry point for researchers with a strong theoretical background wishing to explore applications in machine learning, and as a rigorous theoretical reference for graduate students in data science or applied mathematics." 2/2
Wuchen Li et al.'s 'Variational and information flows in machine learning and optimal transport' "is a collection of four short monographs exploring the theoretical foundations of optimal transport and its connections with machine learning", says Ronan Herry's review zbmath.org/8052569 ... 1/2
Lowell W. Beineke/Bjarne Toft/Robin J Wilson's 'Milestones in graph theory' "is devoted to the development of graph theory and is mainly focused on the 20th century", says Symon Serbenyuk's review zbmath.org/8037412.
"Some attention is also given to both certain pioneering and recent contributions."
... "Although the textbook does not cover schemes or sheaves, it provides all necessary prerequisites, equipping the reader to pursue more advanced topics, as exemplary suggested at the end of the book." 2/2
"I am highly impressed by the organization of [Emily Clader/Dustin Ross's 'Beginning in algebraic geometry'] and I believe that it will serve as my primary reference for undergraduate courses in algebraic geometry", says Piotr Pokora's review zbmath.org/8014473. ... 1/2
... Next, in Part II, he discusses in detail, over four chapters, the possible areas of scope where the structure theorem is applied. Finally, in Part III, through six chapters, he touches upon various intricate subareas of graph theory, where one can skip the use of the structure theorem." 2/2
Zdeněk Dvořák's 'Graph minors' "consists of three major parts", says V. Yegnanarayanan's review zbmath.org/8014468.
"In Part I, the author provides a systematic build of the essentials in four chapters to understand the famous structure theorem related to graph minors. ... 1/2
... and ultrametric spaces and their functions on the other", says Thomas B. Ward's review zbmath.org/8010218.
"In pursuit of this aim the focus is on 1-Lipschitz functions over the 𝘱-adic numbers." 2/2
Vladimir Anashin's `Causality: the 𝘱-adic theory' "makes the argument that there is an inherent connection between fundamental questions of causality (expressed via causal functions over discrete time) as addressed in both physics and philosophy on the one hand, ... 1/2
... "The account of Einstein’s theoretical work is clear enough, and presented in a readable story of his life, which is a genre most people, and especially young people, find more palatable than works of mathematical theory." 2/2
Ken K. Chin's 'Albert Einstein – his life and science' "is a biography of Albert Einstein without sources, incorporating fairly full explanations of his major scientific contributions with accounts of the problems towards which they were directed", says Jim Mackenzie's review zbmath.org/7956186. 1/2
John Leslie zbmath.org/authors/lesl..., known for his work in thermodynamics, was #botd 260 years ago. M Horsburgh's article 'The works of Sir John Leslie' was reviewed in zbmath.org/59.0028.02.
... and ill-posed-problem theory" says Krzysztof J. Szajowski's review zbmath.org/7750392.
"The authors reformulate several nonlinear parabolic MFG problems as inverse ones and derive quantitative results on stability and uniqueness of solutions under noisy or incomplete data." 2/2
Michael V. Klibanov/Jingzhi Li's 'Carleman estimates in mean field games. Stability and uniqueness for nonlinear PDEs and inverse problems' "develops a unified analytical and computational framework for the Mean Field Games System (MFGS) via Carleman estimates, a classical tool of inverse- ... 1/2
...
"Adopting a modern algebraic–analytic framework, the author advances a categorical viewpoint in which systems are characterized not merely by sets of equations but by abstract structures – modules and their associated behaviors – linked through functorial correspondences." 2/2
Henri Bourlès's 'System theory – a modern approach 1' "offers a rigorous and conceptually integrated study of dynamical systems, with or without delays, governed by differential, difference, or differential-difference equations", says Mihail Voicu's review zbmath.org/8034631. ... 1/2
Ivar Fredholm zbmath.org/authors/fred..., famous for his work on integral equations, was #botd 160 years ago.
His seminal paper 'Sur une classe d’équations fonctionnelles' was reviewed in zbmath.org/34.0422.02.
...
"Starting with Max Planck’s quantum hypothesis in 1905 and Einstein’s work on the theory of relativity, he describes how the scientific world grappled with the fundamental ideas of these scholars in the decade from 1919 to 1929, developed them further, and arrived at new insights."
2/2
Thomas de Padova's 'Quantenlicht. Das Jahrzehnt der Physik 1919–1929' "takes the reader on a journey through an exciting chapter in the history of physics", says Karl-Heinz Schlote's review zbmath.org/7929544. ... 1/2
Wieslaw A. Dudek's 'Polyadic groups' "starts with preliminary information about polyadic groups, their homomorphisms, retracts, inverse n-ary semigroups and regular n-ary semigroups", says Kıvanç Ersoy's review zbmath.org/7875839.
Ernst Hölder zbmath.org/authors/hold..., known for his work in mathematical physics, was #botd 125 years ago. "Über die unbeschränkte Fortsetzbarkeit einer stetigen ebenen Bewegung in einer unbegrenzten inkompressiblen Flüssigkeit"was reviewed in zbmath.org/0008.06902 and zbmath.org/59.1448.01
... contact 3-manifolds admit a concave holomorphic filling?"
``The exposition is concise yet self-contained, and the numerous cross-references between complex geometry, differential topology, and contact geometry make the volume a valuable resource for anyone working at their intersection." 2/2
Naohiko Kasuya's 'Non-Kähler complex surfaces and strongly pseudoconcave surfaces' ``addresses two central questions", says Wei Xia's review zbmath.org/7989747 :
1. Is there any non-Kähler complex structures on the 2n-dimensional Euclidean space?
2. Which positive closed ... 1/2
Sophie Germain zbmath.org/authors/germ..., famous for her work on differential geometry and number theory, was #botd 250 years ago.
Her ``Mémoire sur l’emploi de l’épaisseur dans la théorie des surfaces élastiques" was reviewed in zbmath.org/12.0014.02.