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Biographical

Fifty Years of Progress in Postanesthesia Nursing, 1940-1990

Submitted by Anonymous on Thu, 11/08/2007 - 20:22.
  • Biographical
  • Contemporary (Post-WWII)
  • Medicine/Behavioral Science
  • Modern (18th-20th Century)
  • Primary Source
  • Professional Association
URL: 

http://www.aspan.org/Historical.htm

Author: 
American Society of Post Anesthesia Nurses
Excerpt: 

In 1980 the American Society of Post Anesthesia Nurses (ASPAN) was born of the need for education specific to perianesthesia care. ASPAN has continued to prosper with membership over 5,600 in 1989. Through ASPAN other avenues of growth have occurred which include a bimonthly journal devoted to perianesthesia nursing, a bimonthly newsletter, annual conferences, and an opportunity to become certified in this specialty of nursing.

H. D. Kloosterman and His Work

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Non-Profit
  • Physical Sciences
  • Secondary Source
URL: 

http://www.ams.org/notices/200008/fea-springer.pdf

Author: 
Tonny A. Springer
Excerpt: 

PDF biography of H.D. Kloosterman

Kerosinka: An Episode in the History of Soviet Mathematics

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Non-Profit
  • Physical Sciences
  • Secondary Source
URL: 

http://www.ams.org/notices/199910/fea-saul.pdf

Author: 
Mark Saul
Excerpt: 

PDF Article on Biography of Soviet Mathematicians

Prof. Dr. Hans-Egon Richert

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Physical Sciences
  • Secondary Source
  • University
URL: 

http://www.mathematik.uni-ulm.de/fak/presse/richert.html.en

Author: 
Ulrike Vorhauer and Eduard Wirsing
Excerpt: 

On the 25th of November 1993, Professor Dr. Hans-Egon Richert died in Blaustein near Ulm, Germany, after a long and severe illness. Richert held a chair of Mathematics at the University of Ulm from 1972 until his retirement as an emeritus professor in 1991.
Richert was born 1924 in Hamburg and was raised there. He had to complete high school at a private institution after being expelled from the public school in the period of the Third Reich for "anglophile leanings".
In 1946, at last back in Hamburg after the war and military service, he could begin his studies of mathematics. He obtained his diploma after eight terms and his PhD only one year later. When his mentor, Professor Max Deuring, accepted a position in Göttingen, the young Richert joined him as an assistant and obtained the venia legendi there in 1954. Soon after he was put in charge of one of the best mathematical libraries in Germany.

Paul Erdos

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Links
  • Physical Sciences
  • Secondary Source
  • University
URL: 

http://theory.cs.uchicago.edu/erdos.html

Author: 
University of Chicago
Excerpt: 

Paul Erdös
1913-1996
"My mother said, `Even you, Paul, can be in only one place at one time.'
Maybe soon I will be relieved of this disadvantage.
Maybe, once I've left, I'll be able to be in many places at the same time.
Maybe then I'll be able to collaborate with Archimedes and Euclid."

AndrÈ Weil as I Knew Him

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Mathematics
  • Non-Profit
  • Physical Sciences
URL: 

http://www.ams.org/notices/199904/shimura.pdf

Author: 
Goro Shimura
Excerpt: 

PDF Biography of Andrei Weil

Kustaa Inkeri -- Portrait of a Mathematician

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Personal
  • Physical Sciences
  • Secondary Source
URL: 

http://users.utu.fi/taumets/inkeri.htm

Author: 
Tauno Mets‰nkyl‰ and Paulo Ribenboim
Excerpt: 

For the mathematical community, Kustaa Inkeri is the author of significant papers on number theory, especially on topics related to Fermat's Last Theorem. Finnish mathematicians know Inkeri as the founder of the school of number theory in Finland. At the University of Turku, many of us still think of Inkeri as the Head of the Mathematics Department, a position he held for about 20 years.
The present contribution is intended to give a picture of the man behind these achievements. So this is an essay expressly about the person of a mathematician and no attempt will be made to describe or sum up Inkeri's mathematical work. For an appreciation of the latter the reader is asked to take advantage of the rich material in the rest of this volume.

Kurt Mahler 1903-1988

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Personal
  • Physical Sciences
  • Secondary Source
URL: 

http://www.science.org.au/academy/memoirs/mahler.htm

Author: 
J.H. Coates and A.J. van der Poorten
Excerpt: 

Kurt Mahler was born on 26 July 1903 at Krefeld am Rhein in Germany; he died in his 85th year on 26 February 1988 in Canberra, Australia. From 1933 onwards most of his life was spent outside of Germany, but his mathematical roots remained in the great school of mathematics that existed in Germany between the two world wars. Above all Mahler lived for mathematics; he took great pleasure in lecturing, researching and writing. It was no surprise that he remained active in research until the last days of his life. He was never a narrow specialist and had a remarkably broad and thorough knowledge of large parts of current and past mathematical research. At the same time he was oblivious to mathematical fashion, and very much followed his own path through the world of mathematics, uncovering new and simple ideas in many directions. In this way he made major contributions to transcendental number theory, diophantine approximation, p-adic analysis, and the geometry of numbers. Towards the end of his life, Kurt Mahler wrote a considerable amount about his own experiences; see 'Fifty years as a mathematician', 'How I became a mathematician', 'Warum ich eine besondere Vorliebe fur die Mathematik habe', 'Fifty years as a mathematician II'. There is also a recent excellent account of his life and work by Cassels (J.W.S. Cassels, 1991, 'Obituary of Kurt Mahler', Acta Arith. (3), 58, 215-228). In preparing this memoir we have freely used these sources. We have also drawn on our knowledge of and conversations with Mahler, whom we first met when we were undergraduates in Australia in the early 1960s.

Daniel Shanks (1917-1996)

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Non-Profit
  • Physical Sciences
  • Secondary Source
URL: 

http://www.ams.org/notices/199707/comm-shanks.pdf

Author: 
H.C. Williams
Excerpt: 

PDF Biography of Daniel Shanks

Albert Leon Whiteman (1915-1995)

Submitted by Anonymous on Thu, 11/08/2007 - 20:21.
  • Biographical
  • Contemporary (Post-WWII)
  • Mathematics
  • Non-Profit
  • Physical Sciences
  • Secondary Source
URL: 

http://www.ams.org/notices/199702/comm-whiteman.pdf

Author: 
Solomon Golomb, Theodore Harris, and Jennifer Seberry
Excerpt: 

PDF Biography of Albert Leon Whiteman

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