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Kurt Otto Friedrichs


Source: http://en.wikipedia.org/wiki/Kurt_Otto_Friedrichs
Updated: 2017-08-19T13:31Z
Kurt Otto Friedrichs
Kurt-Friedrichs-abt-1950-O.jpg
Born(1901-09-28)September 28, 1901
Kiel, Province of Schleswig-Holstein, German Empire
DiedDecember 31, 1982(1982-12-31) (aged 81)
New Rochelle, New York
NationalityGerman American
FieldsApplied Mathematics
InstitutionsTechnische Universität Braunschweig, Courant Institute
Alma materGeorg-August-Universität Göttingen
Doctoral advisorRichard Courant
Doctoral studentsEugene Isaacson
Peter Lax
Leonard Sarason
Wolfgang Wasow
Chia-Kun Chu
Peter Rejto
Known forFriedrichs extension, CFL Condition, Lax–Friedrichs method, Mollifier, Friedrichs' inequality
Notable awardsNational Medal of Science (USA) in Mathematical, Statistical, and Computational Sciences (1976)

Kurt Otto Friedrichs (September 28, 1901 – December 31, 1982) was a noted German American mathematician. He was the co-founder of the Courant Institute at New York University, and a recipient of the National Medal of Science.[1]

Biography

Friedrichs was born in Kiel, Schleswig-Holstein on September 28, 1901. His family soon moved to Düsseldorf, where he grew up. He attended several different universities in Germany studying the philosophical works of Heidegger and Husserl, but finally decided that mathematics was his real calling. During the 1920s, Friedrichs pursued this field in Göttingen, which had a renowned Mathematical Institute under the direction of Richard Courant. Courant became a close colleague and lifelong friend of Friedrichs.

In 1931, Friedrichs became a full professor of mathematics at the Technische Hochschule in Braunschweig. In early February 1933, a few days after Hitler became the Chancellor of Germany, Friedrichs met and immediately fell in love with a young Jewish student, Nellie Bruell. Their relationship became increasingly challenging and difficult because of the anti-Semitic Nuremberg Laws of Hitler's government. In 1937, both Friedrichs and Nellie Bruell managed to emigrate separately to New York City where they finally married. Their long and very happy marriage produced five children.[2]

Courant had left Germany in 1933 and had founded an institute for graduate studies in mathematics at New York University. Friedrichs joined him when he arrived in 1937 and remained there for forty years. He was instrumental in the development of the Courant Institute of Mathematical Sciences, which eventually became one of the most distinguished research institutes for applied mathematics in the world. Friedrichs died in New Rochelle, New York on December 31, 1982.

Friedrichs' greatest contribution to applied mathematics was his work on partial differential equations. He also did major research and wrote many books and papers on existence theory, numerical methods, differential operators in Hilbert space, non-linear buckling of plates, flows past wings, solitary waves, shock waves, combustion, magneto-fluid dynamical shock waves, relativistic flows, quantum field theory, perturbation of the continuous spectrum, scattering theory, and symmetric hyperbolic equations.[2] With Cartan[3][4], Friedrichs[5] gave a "geometrized" formulation of Newtonian gravitation theory—also knownas “Newton–Cartan theory”— and later developed by Dautcourt, Dixon, Dombrowski and Horneffer , Ehlers , Havas , Künzle, Lottermoser, Trautman, and others.

A member of the National Academy of Sciences since 1959, Friedrichs received many honorary degrees and awards for his work. There is a student prize named after Friedrichs at NYU. The American Mathematical Society selected him as the Josiah Willards Gibbs lecturer for 1954.[6][7] In November 1977, Friedrichs received the National Medal of Science from President Jimmy Carter "for bringing the powers of modern mathematics to bear on problems in physics, fluid dynamics, and elasticity."

Selected bibliography

See also

References

  1. ^ National Medal of Science
  2. ^ a b Life of K. O. Friedrichs
  3. ^ Cartan, Élie (1923), "Sur les variétés à connexion affine et la théorie de la relativité généralisée (première partie)" (PDF), Ann. Ecole Norm., 40: 325 
  4. ^ Cartan, Élie (1924), "Sur les variétés à connexion affine, et la théorie de la relativité généralisée (première partie)" (PDF), Ann. Ecole Norm., 41: 1 
  5. ^ Friedrichs, K. O. (1927), "Eine Invariante Formulierung des Newtonschen Gravitationsgesetzes und der Grenzüberganges vom Einsteinschen zum Newtonschen Gesetz", Mathematische Annalen, 98: 566–575 
  6. ^ Josiah Willard Gibbs Lectures
  7. ^ Friedrichs, K. O. (1955). "Asymptotic phenomena in mathematical physics". Bull. Amer. Math. Soc. 61 (6): 485–504. MR 0074614. doi:10.1090/s0002-9904-1955-09976-2. 
  8. ^ Segal, I. E. (1954). "Review: Mathematical aspects of the quantum theory of fields by K. O. Friedrichs" (PDF). Bull. Amer. Math. Soc. 60 (6): 575–576. doi:10.1090/s0002-9904-1954-09861-0. 

External links

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