## Mathematical People: Profiles and InterviewsThis is a collection of sketches on the century's leading mathematicians and an explanation of why they are important. |

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### Contents

Interviewed by G L Alexanderson and Carroll Wilde | 3 |

Interviewed by Donald J Albers | 19 |

by William Chinn and John Lewis | 35 |

Copyright | |

14 other sections not shown

### Other editions - View all

Mathematical People: Profiles and Interviews Donald Albers,Gerald L. Alexanderson Limited preview - 2008 |

### Common terms and phrases

Academy algebra algebraic topology algorithm applied mathematics asked became Bell Labs better Blackwell Blrkhoff calculus Caltech career Chern Chicago class field theory combinatorial computer science Courant course Coxeter Dartmouth developed Diaconis Emmy Noether Erdos example fact father feel field fractal geometry going Graham H. S. M. Coxeter Halmos happened hard Harvard Hermann Weyl high school Hilbert Hungarian ideas Institute interested interview Kemeny kind Kline knew Knuth later lecture Lefschetz look magic Mandelbrot Martin Gardner math mathematicians mathematics department mathematics education matrix Neumann never Neyman number theory Olga Taussky-Todd paper person Ph.D philosophy physics Pollak Princeton problem Professor proof question Ramsey theory Reld Robbins Ron Graham seems SMSG Smullyan solve sort started statistics talk teacher teaching theorem thesis things thought topology Ulam undergraduate University write wrote