"I Want To Be A Mathematician" is an account of the author's life as a mathematician. It tells us what it is like to be a mathematician and to do mathematics. It will be read with interest and enjoyment by those in mathematics and by those who might want to know what mathematicians and mathematical careers are like. Paul Halmos is well-known for his research in ergodic theory, and measure theory. He is one of the most widely read mathematical expositors in the world.

About the Author:

Paul Halmos received his B.S., M.S., and Ph.D. at the University of Illinois, writing his dissertation under the direction of J. L. Doob. After a period at the Institute for Advanced Study (IAS), Princeton, where he was assistant to John von Neumann (1940-42), he returned briefly to Illinois. Since then he has held faculty positions at the following universities: Illinois, Syracuse, Chicago, Michigan (Ann Arbor), Hawaii, California (Santa Barbara), Indiana, and Santa Clara, where he became professor emeritus in 1995. He has held visiting appointments at Harvard, Tulane, Montevideo, Miami (Florida), California (Berkeley), Washington (Seattle), Edinburgh, Chiao Tung (Taiwan), and Western Australia, as well as several visits to the IAS. He has written over 100 research papers and many reviews in his principal research fields of operator theory, algebraic logic, and ergodic theory, with additional work in topological groups, probability, statistics, and Boolean algebras. Honors have included a Guggenheim Fellowship, membership in the Royal Society of Edinburgh and the Hungarian Academy of Sciences, and honorary doctorates from St. Andrews, DePauw, Waterloo, and Kalamazoo. Widely known as an editor, in addition to his years of editing the American Mathematical Monthly, Paul Halmos has held similar positions with Mathematical Reviews, the Proceedings of the American Mathematical Society, the Journal fur die Reine und Angewandte Mathematik (Crelle's Journal), Mathematical Spectrum, the Indiana Journal of Mathematics, as well as the Ergebni�e der Mathematik, the Undergraduate Texts series, the Graduate Texts series and the Problem Books series for Springer-Verlag.

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