Welcome to our book review site go-pdf.online!
You may have to Search all our reviewed books and magazines, click the sign up button below to create a free account.
Die Mathematiker an den Zürcher Hochschulen
Für 1994 wurde Zürich die Durchführung des Internationalen Mathematiker Kongresses anvertraut. Zürich ist damit der bisher einzige Ort, an dem diese Veranstaltung nach 1897 und 1932 bereits zum dritten Mal stattfinden kann. Dies ist kaum zufällig, denn das Fachgebiet Mathematik in Zürich war seit der Gründung der Universität und der Eidgenössischen Technischen Hochschule um die Mitte des 19. Jahrhunderts immer durch bedeutende Persönlichkeiten vertreten. Das vorliegende Buch gibt einen Überblick über die Entwicklung der Mathematik an den beiden Zürcher Hochschulen bis in die sechziger Jahre dieses Jahrhunderts hinein, wobei die personellen Aspekte im Vordergrund stehen. Der Text wird von vielen Abbildungen, darunter Porträts der meisten Mathematiker, die in Zürich tätig gewesen sind, illustriert.
Société mathématique suisse
This book includes twenty-three essays that celebrate the 100th anniversary of the Swiss Mathematical Society. The life and work of outstanding mathematicians, extraordinary conferences held in Switzerland, such as the three International Congresses of Mathematicians, and the influence of women in Swiss mathematics are among the topics. The articles, which include many photographs, give a vivid picture of 100 years of mathematical life in Switzerland.
Writing the History of Mathematics: Its Historical Development
As an historiographic monograph, this book offers a detailed survey of the professional evolution and significance of an entire discipline devoted to the history of science. It provides both an intellectual and a social history of the development of the subject from the first such effort written by the ancient Greek author Eudemus in the Fourth Century BC, to the founding of the international journal, Historia Mathematica, by Kenneth O. May in the early 1970s.
Finsler Set Theory: Platonism and Circularity
Finsler's papers on set theory are presented, here for the first time in English translation, in three parts, and each is preceded by an introduction to the field written by the editors. In the philosophical part of his work Finsler develops his approach to the paradoxes, his attitude toward formalized theories and his defense of Platonism in mathematics. He insisted on the existence of a conceptual realm within mathematics that transcends formal systems. From the foundational point of view, Finsler's set theory contains a strengthened criterion for set identity and a coinductive specification of the universe of sets. The notion of the class of circle free sets introduced by Finsler is poten...
Episodes in the History of Modern Algebra (1800-1950)
Algebra, as a subdiscipline of mathematics, arguably has a history going back some 4000 years to ancient Mesopotamia. The history, however, of what is recognized today as high school algebra is much shorter, extending back to the sixteenth century, while the history of what practicing mathematicians call "modern algebra" is even shorter still. The present volume provides a glimpse into the complicated and often convoluted history of this latter conception of algebra by juxtaposing twelve episodes in the evolution of modern algebra from the early nineteenth-century work of Charles Babbage on functional equations to Alexandre Grothendieck's mid-twentieth-century metaphor of a ``rising sea'' in...
The Brauer-Hasse-Noether Theorem in Historical Perspective
The unpublished writings of Helmut Hasse, consisting of letters, manuscripts and other papers, are kept at the Handschriftenabteilung of the University Library at Göttingen. Hasse had an extensive correspondence; he liked to exchange mathematical ideas, results and methods freely with his colleagues. There are more than 8000 documents preserved. Although not all of them are of equal mathematical interest, searching through this treasure can help us to assess the development of Number Theory through the 1920s and 1930s. The present volume is largely based on the letters and other documents its author has found concerning the Brauer-Hasse-Noether Theorem in the theory of algebras; this covers the years around 1931. In addition to the documents from the literary estates of Hasse and Brauer in Göttingen, the author also makes use of some letters from Emmy Noether to Richard Brauer that are preserved at the Bryn Mawr College Library (Pennsylvania, USA).
Newton's Principia Revisited
PROBLEM. The treatise is devoted to the reconstruction of our 'instinctive beliefs' in classical mechanics and to present them 'as much isolated and as free from irrelevant additions as possible'. The same motivation has driven many authors since the publication of Newton's Principia. IMPORTANCE. Classical mechanics will remain the basic reference and tool for mechanics on terrestrial and planetary scale as well as the proto-theory of relativistic and quantum mechanics. But it can only serve its purpose if it is not considered as obsolete, but if its foundations and implications are understood and made 'absolutely' clear. METHOD. Based on the 'instinctive belief' that the foundations of clas...
A - Günther
Staatsbibliothek zu Berlin - Preußischer Kulturbesitz, ; Walravens, Hartmut; Olejniczak, Ursula; Schmiedecke, Käthe: Internationale Bibliographie der Bibliographien 1959-1988 (IBB). Personennamenregister / A - Günther.
Meeting under the Integral Sign?: The Oslo Congress of Mathematicians on the Eve of the Second World War
This book examines the historically unique conditions under which the International Congress of Mathematicians took place in Oslo in 1936. This Congress was the only one on this level to be held during the period of the Nazi regime in Germany (1933–1945) and after the wave of emigrations from it. Relying heavily on unpublished archival sources, the authors consider the different goals of the various participants in the Congress, most notably those of the Norwegian organizers, and the Nazi-led German delegation. They also investigate the reasons for the absence of the proposed Soviet and Italian delegations. In addition, aiming to shed light onto the mathematical dimension of the Congress, the authors provide overviews of the nineteen plenary presentations, as well as their planning and development. Biographical information about each of the plenary speakers rounds off the picture. The Oslo Congress, the first at which Fields Medals were awarded, is used as a lens through which the reader of this book can view the state of the art of mathematics in the mid-1930s.
