A. A. Albert

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Abraham Adrian Albert
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A. A. Albert
Born
Abraham Adrian Albert

(1905-11-09)November 9, 1905

Abraham Adrian Albert (November 9, 1905 – June 6, 1972) was an American

number fields and as the developer of Albert algebras, which are also known as exceptional Jordan algebras
.

Professional overview

A first generation

Abelian varieties and their endomorphism algebras. He returned to Princeton for the opening year of the Institute for Advanced Study in 1933-34 and spent another year in Princeton in 1961-62 as the first Director of the Communications Research Division of the Institute for Defense Analyses (IDA). He later served on the Board of Trustees of IDA 1969-1972.[3]

From 1931 to 1972, he served on the mathematics faculty at the University of Chicago, where he became chair of the Mathematics Department in 1958 and Dean of the Physical Sciences Division in 1961.

As a research mathematician, he is primarily known for his work as one of the principal developers of the theory of

associative algebras, although all of this grew out of his work on endomorphism
algebras of Abelian varieties.

As an

digital communications
technologies.

After WWII, he became a forceful advocate favoring government support for research in mathematics on a par with physical sciences. He served on policy-making bodies at the

United States National Research Council, and the National Science Foundation that funneled research grants into mathematics, giving many young mathematicians career opportunities previously unavailable. Due to his success in helping to give mathematical research a sound financial footing, he earned a reputation as a "statesman for mathematics." Albert was elected a Fellow of the American Academy of Arts and Sciences in 1968.[4]

Publications

Books

  • A. A. Albert, Algebras and their radicals, and division algebras, 1928.
  • Albert, A. Adrian (2015) [1938], Modern higher algebra,
  • A. A. Albert, Structure of algebras, 1939..
  • Introduction to algebraic theories, 1941[7]
  • College algebra, 1946
  • Solid analytic geometry, 1949
  • Fundamental concepts of higher algebra, 1956[8]
  • with Rebeun Sandler: Introduction to finite projective planes. 1968.
  • Albert, A. Adrian (1993), Block, Richard E.;
  • Albert, A. Adrian (1993), Block, Richard E.;

Articles in PNAS

References

Further reading

External links