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PAUL HALMOS Celebrating 50 Years of Mathematics

Edited by John H. Ewing and F. W. Gehring

in Springer Books from Springer

Date: 1991
ISBN: 978-1-4612-0967-6
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Chapters in this book:

Paul Halmos by Parts
Donald J. Albers
Part I: Maverick Mathologist
John H. Ewing and F. W. Gehring
Part II: In Touch with God
John H. Ewing and F. W. Gehring
Paul Halmos’s Expository Writing
Leonard Gillman
Paul Halmos: Words More than Numbers
W. M. Priestley
Bibliography of Paul Halmos
John H. Ewing and F. W. Gehring
Paul Halmos: Through the Years
John H. Ewing and F. W. Gehring
Paul Halmos as Graduate Student
Warren Ambrose
Early Days at Mathematical Reviews
R. P. Boas
Reminiscences
Irving Kaplansky
Writing Mathematics
J. L. Kelley
Some Early Memories Around Paul Halmos
Hans Samelson
Recollections of P.R. Halmos at Chicago
E. H. Spanier
Reminiscences of Chicago in the Fifties
Morris W. Hirsch
Reflections on Graduate Education
Rob Kirby
Michigan Years
R. G. Douglas
Walking and Talking with Halmos
Lawrence J. Wallen
Being Professional
John H. Ewing
Reflections of a Department Chair
G. L. Alexanderson
Paul Halmos and the Progress of Operator Theory
John B. Conway
Characteristic Classes and Characteristic Forms
Shiing-shen Chern
Equivalents of the Invariant Subspace Problem
Peter Rosenthal
Probability vs. Measure
J. L. Doob
New Hilbert Spaces from Old
Donald Sarason
Some Universal Constraints for Discrete Möbius Groups
F. W. Gehring and G. J. Martin
Noncommutative Variations on Theorems of Marcel Riesz and Others
T. A. Gillespie
On Products of Involutions
William H. Gustafson
Paul Halmos and Toeplitz Operators
Sheldon Axler
Lebesgue’s “Fundamental Theorem of Calculus ” Revisited
S. K. Berberian
Mathematics from Fun & Fun from Mathematics: An Informal Autobiographical History of Combinatorial Games
Richard K. Guy
Quantification Theory in a Nutshell
Raymond M. Smullyan
The Legendre Relation for Elliptic Integrals
Peter Duren

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DOI: 10.1007/978-1-4612-0967-6

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