From the Preface: The name of Hermann Weyl is enshrined in the history of mathematics. A thinker of exceptional depth, and a creator of ideas, Weyl possessed an intellect which ranged far and wide over the realm of mathematics, and beyond. His mind was sharp and quick, his vision clear and penetrating. Whatever he touched he adorned. His personality was suffused with humanity and compassion, and a keen aesthetic sensibility. Its fullness radiated charm. He was young at heart to the end. By precept and example, he inspired many mathematicians, and influenced their lives. The force of his ideas has affected the course of science. He ranks among the few universalists of our time. This collection of papers is a tribute to his genius. It is intended as a service to the mathematical community.These papers will no doubt be a source of inspirations to scholars through the ages.

Volume I comprises 29 articles written between 1908 and 1917.

Autorentext
Hermann Weyl (1885 - 1955), deutscher Mathematiker. Er lehrte in Göttingen, an der ETH in Zürich und, durch Vermittlung von Albert Einstein, bis 1951 am Institute for Advanced Study in Princeton.

Klappentext

From the Preface: The name of Hermann Weyl is enshrined in the history of mathematics. A thinker of exceptional depth, and a creator of ideas, Weyl possessed an intellect which ranged far and wide over the realm of mathematics, and beyond. His mind was sharp and quick, his vision clear and penetrating. Whatever he touched he adorned. His personality was suffused with humanity and compassion, and a keen aesthetic sensibility. Its fullness radiated charm. He was young at heart to the end. By precept and example, he inspired many mathematicians, and influenced their lives. The force of his ideas has affected the course of science. He ranks among the few universalists of our time. This collection of papers is a tribute to his genius. It is intended as a service to the mathematical community .These papers will no doubt be a source of inspirations to scholars through the ages. Volume I comprises 29 articles written between 1908 and 1917.

Inhalt
29 articles (1908 - 1917).- Singuläre Integralgleichungen.- Konvergenz von Reihen.- Beschränkte quadratische Formen.- Gewöhnliche Differentialgleichungen.