Max August Zorn

Max August Zorn
Max August Zorn, Jena, 1930

Max August Zorn (June 6, 1906 in Krefeld, Germany – March 9, 1993 in Bloomington, Indiana, United States) was a German-born American mathematician. He was an algebraist, group theorist, and numerical analyst. He is best known for Zorn's lemma, a powerful tool in set theory that is applicable to a wide range of mathematical constructs such as vector spaces, ordered sets, etc. Zorn's lemma was first discovered by K. Kuratowski in 1922, and then independently by Zorn in 1935.

Zorn attended the University of Hamburg. He received his Ph.D. in April 1930 for a thesis on alternative algebras. He married Alice Schlottau and they had one son, Jens, and one daughter, Liz. Jens (6/19/1931) is an emeritus professor of physics at the University of Michigan and an accomplished sculptor. Max Zorn's grandson Eric Zorn is a columnist for the Chicago Tribune. Max Zorn's great-grandson, Alex Zorn, excelled in mathematics, was a USAMO qualifier in high school, and enrolled in the University of Chicago class of 2012 where he is concentrating in mathematics.

Max Zorn was appointed as an assistant at the University of Halle but he did not have the opportunity to work there for long since, in 1933, he was forced to leave Germany because of the Nazi policies. He was not, however, Jewish. He emigrated to the United States and was appointed a Sterling Fellow at Yale University. Following his years at Yale, he moved to UCLA where he remained until 1946. He left the University of California to become professor at Indiana University, holding this position from 1946 until he retired in 1971. He was thesis adviser for Israel Nathan Herstein.

Max Zorn died in March of 1993 of congestive heart failure according to his obituary in the New York Times.

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  • Max August Zorn — Max August Zorn, Jena 1930 Max August Zorn (* 6. Juni 1906 in Krefeld; † 9. März 1993 in Bloomington, Indiana, USA) war ein US amerikanischer Professor der Mathematik deutscher Abstammung. Zorn studierte an der Universität Hamburg, wo er bei Emil …   Deutsch Wikipedia

  • Max Zorn — Max August Zorn (* 6. Juni 1906 in Krefeld; † 9. März 1993 in Bloomington, Indiana, USA) war ein US amerikanischer Professor der Mathematik deutscher Abstammung. Zorn studierte an der Universität Hamburg, wo er bei Emil Artin im April 1930 mit… …   Deutsch Wikipedia

  • Max Zorn — Max August Zorn, Jena 1930 Max August Zorn (6 de junio de , 1906 en Krefeld, Alemania – 9 de marzo de 1993 en Bloomington, Indiana, EE. UU.) fue un matemático alemán nacionalizado estadounidense. Trabajó en los campos del álgebra abstracta,… …   Wikipedia Español

  • Zorn — is a family name of German origin meaning “wrath”. Historically, it was predominately strong in German influenced cities such as Strassburg, Kempten, Innsbruck and Wurzburg. Especially in the town of Strassbourg it was one of the most influential …   Wikipedia

  • Zorn (Begriffsklärung) — Zorn steht für: eine heftige Gefühlsregung, siehe Zorn einen Ortsteil der Gemeinde Heidenrod im Rheingau Taunus Kreis, siehe Zorn (Heidenrod) einen Fluss in Lothringen und im Elsass, siehe Zorn (Fluss) eine Black Metal Band, siehe Zorn (Band) ein …   Deutsch Wikipedia

  • zorn's lemma — ˈzȯ(ə)rnz , ˈtsȯ noun Usage: usually capitalized Z Etymology: after Max August Zorn died 1993 American (German born) mathematician : a lemma in set theory: if S is partially ordered and if each subset for which every pair of elements is related …   Useful english dictionary

  • Max Zorn — Pour les articles homonymes, voir Zorn (homonymie). Max August Zorn, Jena 1930 Max Zorn (6 juin 1906 à Krefeld, Allemagne 9  …   Wikipédia en Français

  • Zorn's lemma — /zawrnz/, Math. a theorem of set theory that if every totally ordered subset of a nonempty partially ordered set has an upper bound, then there is an element in the set such that the set contains no element greater than the specified given… …   Universalium

  • Zorn's lemma — noun Etymology: Max August Zorn died 1993 German mathematician Date: circa 1950 a lemma in set theory: if a set S is partially ordered and if each subset for which every pair of elements is related by exactly one of the relationships “less than,” …   New Collegiate Dictionary

  • Max-Hellmuth Ostermann — Max Hellmuth Ostermann …   Wikipedia

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