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  1. He received his Master's degree from Magdalene College, Cambridge. After this, he worked at the University of Reading but ultimately spent most of his academic career at the University of Leicester. He earned his PhD from the University of London in 1946 [4] while still working in Reading. Goodstein also studied under Ludwig Wittgenstein.

  2. In mathematical logic, Goodstein's theorem is a statement about the natural numbers, proved by Reuben Goodstein in 1944, which states that every Goodstein sequence (as defined below) eventually terminates at 0.

  3. Reuben Louis Goodstein was born in London on 15 December 1912, the second son of Alexander and Sophia Goodstein. His family was of Russian origin and for a while in the twenties they lived in Danzig. His father was a cigarette manufacturer with factories in several parts of Europe. A number of these were in Germany and they were confiscated ...

    • H. E. Rose
    • 1988
  4. Reuben introduced a variant of the Ackermann function which is now called hyperoperation sequence, together with the naming system used for those ( tetration, pentation, hexation, etc.). Categories: English mathematicians. 1912 births. 1985 deaths.

  5. Louis Goodstein was an English mathematician who worked on mathematical logic, in particular ordinal numbers, recursive arithmetic, analysis, and the philosophy of mathematics.

  6. May 1, 2024 · "Reuben Louis Goodstein" published on by null. (1912–85)Reuben Louis Goodstein was born in London on 15 December 1912 and died in Leicester on 28 March 1985. He was educated at St Paul's School in London as ...

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  8. Reuben Louis Goodstein (15 December 1912 in London – 8 March 1985 in Leicester) was an English mathematician with a strong interest in the philosophy and teaching of mathematics. As a boy, he attended St Paul's School in London. He received his Master's degree from the University of Cambridge. After this, he worked at the University of ...

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