Hans Samelson

Hans Samelson (March 3 1916 Strassburg – 2006) was a mathematician who worked in differential geometry, topology and the theory of Lie groups and Lie algebras — important in describing the symmetry of analytical structures.

Career and personal life

The eldest of three sons, Samelson was born on March 3, 1916, in Strassburg, Germany (now Strasbourg, France). His parents—one of Protestant and one of Jewish background—were both pediatricians. He spent most of his youth in Breslau, Germany (now Wroclaw, Poland), and began his advanced mathematical education there, at the University of Breslau. His family helped him leave Nazi Germany in 1936 for Zurich, Switzerland, where he studied with the geometer Heinz Hopf and received his doctorate in 1940 from the Swiss Federal Institute of Technology.

In 1941, he accepted a position at the Institute for Advanced Study in Princeton and immigrated to the United States; he arrived by ship six months before the United States entered World War II and acquired U.S. citizenship several years later. After leaving Princeton, he held faculty positions at the University of Wyoming (1942-1943), Syracuse University (1943-1946) and the University of Michigan (1946-1960) before coming to Stanford in 1960. He was recognized with the Dean's Award for Distinguished Teaching in 1977. He served as chair of the Mathematics Department from 1979 to 1982.

Though he became emeritus in 1986, he remained professionally active throughout his retirement, publishing articles on both contemporary and historical mathematical topics. One solved an architectural puzzle associated with the construction of the Brunelleschi Dome in Florence, Italy.

He was active in the Palo Alto Friends Meeting (Quakers) during his retirement, serving as treasurer for several years.

Publications

* [http://math.stanford.edu/~ykatznel/samelson/liealgeb.pdf Notes on Lie Algebras]
* [http://www.math.cornell.edu/~hatcher/Other/hopf-samelson.pdf Selected Chapters on Geometry (translation by Hans Samelson)]