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Sheila Greibach

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Sheila Adele Greibach (born 1939 in New York City) is an American computer scientist known for her work on formal languages, automata and compiler theory. She earned her bachelor's degree in linguistics and applied mathematics at Radcliffe College in 1960 and her doctorate at Harvard University in 1963 under Anthony Oettinger, worked at Harvard until 1969 and then moved to the University of California, Los Angeles, where she became a professor and is now emeritus. In 1965 she established the Greibach normal form for context-free grammars, and she also investigated W-grammars, pushdown automata and decidability problems, working with Seymour Ginsburg, Michael Harrison and others on stack automata and abstract families of languages. Her students included Ronald Book and Michael Fischer.

Facts
Birth Year
1939 1
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In Branch

Source Sheila Greibach (Wikipedia)
Source Sheila Greibach (Wikipedia)

Mentored By

Source Sheila Greibach (Wikipedia)

Principal Result

Source Sheila Greibach (Wikipedia)
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Source Sheila Greibach (Wikipedia)Lead, nationality / culture
Quote, Lead, nationality / culture
is an American researcher in formal languages in computing
Sources
1. Sheila Greibach (Wikipedia)
  • Lead
    born 6 October 1939 in New York City
  • Lead, emeritus professor
    She is an Emeritus Professor of Computer Science at the University of California, Los Angeles
  • Lead, nationality / culture
    is an American researcher in formal languages in computing
  • In Branch: Computational Complexity Theory, Early career, research interests
    Her areas of interest and research include Theoretical computer science, Computational complexity
  • In Branch: Computability Theory, Early career, computability
    Formal language, Automata, and Computability.
  • Mentored By: Anthony Oettinger, Early career
    she was awarded a PhD at Harvard University, advised by Anthony Oettinger
  • Principal Result: Greibach's Theorem, See also
    Greibach's theorem
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