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Remarkable Mathematicians
This 2003 book contains portrayals of sixty mathematicians, which collectively convey how mathematics developed into its modern form.
Fibrewise Homotopy Theory
Topology occupies a central position in modern mathematics, and the concept of the fibre bundle provides an appropriate framework for studying differential geometry. Fibrewise homotopy theory is a very large subject that has attracted a good deal of research in recent years. This book provides an overview of the subject as it stands at present.
House of Glass
A writer investigates her family’s secret history, uncovering a story that spans a century, two World Wars, and three generations. Hadley Freeman knew her grandmother Sara lived in France just as Hitler started to gain power, but rarely did anyone in her family talk about it. Long after her grandmother’s death, she found a shoebox tucked in the closet containing photographs of her grandmother with a mysterious stranger, a cryptic telegram from the Red Cross, and a drawing signed by Picasso. This discovery sent Freeman on a decade-long quest to uncover the significance of these keepsakes, taking her from Picasso’s archives in Paris to a secret room in a farmhouse in Auvergne to Long Isl...
Advances in Homotopy Theory
This volume records the lectures given at a conference to celebrate Professor Ioan James' 60th birthday.
Asperger's Syndrome and High Achievement
This fascinating collection identifies famous figures from the past whose behaviour suggests they may have had autism, a disorder that was not defined until the mid-20th century. James looks at the lives of 20 individuals - scientists, artists, politicians and philosophers - examining their interests, successes, indifferences and shortcomings.
Alfred Tarski
Alfred Tarski (1901–1983) was a renowned Polish/American mathematician, a giant of the twentieth century, who helped establish the foundations of geometry, set theory, model theory, algebraic logic and universal algebra. Throughout his career, he taught mathematics and logic at universities and sometimes in secondary schools. Many of his writings before 1939 were in Polish and remained inaccessible to most mathematicians and historians until now. This self-contained book focuses on Tarski’s early contributions to geometry and mathematics education, including the famous Banach–Tarski paradoxical decomposition of a sphere as well as high-school mathematical topics and pedagogy. These the...
Mathematicians on Creativity
This book aims to shine a light on some of the issues of mathematical creativity. It is neither a philosophical treatise nor the presentation of experimental results, but a compilation of reflections from top-caliber working mathematicians. In their own words, they discuss the art and practice of their work. This approach highlights creative components of the field, illustrates the dramatic variation by individual, and hopes to express the vibrancy of creative minds at work. Mathematicians on Creativity is meant for a general audience and is probably best read by browsing.
The Noether Theorems
In 1915 and 1916 Emmy Noether was asked by Felix Klein and David Hilbert to assist them in understanding issues involved in any attempt to formulate a general theory of relativity, in particular the new ideas of Einstein. She was consulted particularly over the difficult issue of the form a law of conservation of energy could take in the new theory, and she succeeded brilliantly, finding two deep theorems. But between 1916 and 1950, the theorem was poorly understood and Noether's name disappeared almost entirely. People like Klein and Einstein did little more then mention her name in the various popular or historical accounts they wrote. Worse, earlier attempts which had been eclipsed by Noe...
Phänomenologische Forschungen 2023-1
Die von Thiemo Breyer, Inga Römer und Michela Summa herausgegebenen »Phänomenologischen Forschungen« sind ein international offenes Forum für die Publikation aller im weitesten Sinne phänomenologisch orientierten Arbeiten. Aufgenommen werden Beiträge in deutscher, englischer und französischer Sprache, die Begutachtung erfolgt nach dem Verfahren des Peer-Review.
Topological and Uniform Spaces
This book is based on lectures I have given to undergraduate and graduate audiences at Oxford and elsewhere over the years. My aim has been to provide an outline of both the topological theory and the uniform theory, with an emphasis on the relation between the two. Although I hope that the prospec tive specialist may find it useful as an introduction it is the non-specialist I have had more in mind in selecting the contents. Thus I have tended to avoid the ingenious examples and counterexamples which often occupy much ofthe space in books on general topology, and I have tried to keep the number of definitions down to the essential minimum. There are no particular pre requisites but I have w...
