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150 Years of Mathematics at Washington University in St. Louis
 
Edited by: Gary R. Jensen Washington University, St. Louis, MO
Steven G. Krantz Washington University, St. Louis, MO
Front Cover for 150 Years of Mathematics at Washington University in St. Louis
Available Formats:
Electronic ISBN: 978-0-8218-7985-6
Product Code: CONM/395.E
List Price: $53.00
MAA Member Price: $47.70
AMS Member Price: $42.40
Front Cover for 150 Years of Mathematics at Washington University in St. Louis
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  • Front Cover for 150 Years of Mathematics at Washington University in St. Louis
  • Back Cover for 150 Years of Mathematics at Washington University in St. Louis
150 Years of Mathematics at Washington University in St. Louis
Edited by: Gary R. Jensen Washington University, St. Louis, MO
Steven G. Krantz Washington University, St. Louis, MO
Available Formats:
Electronic ISBN:  978-0-8218-7985-6
Product Code:  CONM/395.E
List Price: $53.00
MAA Member Price: $47.70
AMS Member Price: $42.40
  • Book Details
     
     
    Contemporary Mathematics
    Volume: 3952006; 145 pp
    MSC: Primary 00; Secondary 32; 35; 53; 83; 49; 81; 42;

    Articles in this book cover a wide range of important topics in mathematics, and are based on talks given at the conference commemorating the 150th anniversary of Washington University in St. Louis. The volume is prefaced by a brief history of the Washington University Department of Mathematics, a roster of those who received the PhD degree from the department, and a list of the Washington University Department of Mathematics faculty since the founding of the university.

    Readership

    Research mathematicians interested in various areas of mathematics.

  • Table of Contents
     
     
    • Articles
    • Steven G. Krantz - An anecdotal history of the Washington University Mathematics Department [ MR 2206888 ]
    • Gary R. Jensen and Steven G. Krantz - Dissertation List
    • Gary R. Jensen and Steven G. Krantz - History of Mathematics Faculty
    • Robert L. Bryant - Geometry of manifolds with special holonomy: “100 years of holonomy” [ MR 2206889 ]
    • R. R. Coifman - Geometric harmonic analysis in high dimensions: Challenges and opportunities
    • John P. D’Angelo - An analogue of Hilbert’s seventeenth problem in one complex dimension [ MR 2206891 ]
    • J. J. Kohn - Hypoelliptic second order equations that lose derivatives [ MR 2206892 ]
    • H. Blaine Lawson, Jr. - Stokes’ theorem and minimal surfaces [ MR 2206893 ]
    • Jeffery D. McNeal - $L^2$ estimates on twisted Cauchy-Riemann complexes [ MR 2206894 ]
    • Yves Meyer - From wavelets to atoms
    • Richard Schoen - The mathematics of general relativity: problems and progress [ MR 2206896 ]
    • R. R. Coifman, Aline Bonami, Robert Bryant and John P. D’Angelo - Panel Discussion
  • Additional Material
     
     
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Volume: 3952006; 145 pp
MSC: Primary 00; Secondary 32; 35; 53; 83; 49; 81; 42;

Articles in this book cover a wide range of important topics in mathematics, and are based on talks given at the conference commemorating the 150th anniversary of Washington University in St. Louis. The volume is prefaced by a brief history of the Washington University Department of Mathematics, a roster of those who received the PhD degree from the department, and a list of the Washington University Department of Mathematics faculty since the founding of the university.

Readership

Research mathematicians interested in various areas of mathematics.

  • Articles
  • Steven G. Krantz - An anecdotal history of the Washington University Mathematics Department [ MR 2206888 ]
  • Gary R. Jensen and Steven G. Krantz - Dissertation List
  • Gary R. Jensen and Steven G. Krantz - History of Mathematics Faculty
  • Robert L. Bryant - Geometry of manifolds with special holonomy: “100 years of holonomy” [ MR 2206889 ]
  • R. R. Coifman - Geometric harmonic analysis in high dimensions: Challenges and opportunities
  • John P. D’Angelo - An analogue of Hilbert’s seventeenth problem in one complex dimension [ MR 2206891 ]
  • J. J. Kohn - Hypoelliptic second order equations that lose derivatives [ MR 2206892 ]
  • H. Blaine Lawson, Jr. - Stokes’ theorem and minimal surfaces [ MR 2206893 ]
  • Jeffery D. McNeal - $L^2$ estimates on twisted Cauchy-Riemann complexes [ MR 2206894 ]
  • Yves Meyer - From wavelets to atoms
  • Richard Schoen - The mathematics of general relativity: problems and progress [ MR 2206896 ]
  • R. R. Coifman, Aline Bonami, Robert Bryant and John P. D’Angelo - Panel Discussion
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