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  1. en.wikipedia.org › wiki › Tony_HoareTony Hoare - Wikipedia

    Sir Charles Antony Richard Hoare FRS FREng, also known as Tony Hoare or by his initials C. A. R. Hoare (/ h ɔːr /; born 11 January 1934) is a British computer scientist who has made foundational contributions to programming languages, algorithms, operating systems, formal verification, and concurrent computing.

  2. May 1, 2024 · Tony Hoare (born January 11, 1934, Colombo, Sri Lanka) is a British computer scientist and winner of the 1980 A.M. Turing Award, the highest honour in computer science, for “his fundamental contributions to the definition and design of programming languages.”

    • William L. Hosch
  3. “Tony” Hoare, as he is universally known, was named Charles Antony Richard Hoare when born on 11 January 1934 in the city of Colombo in what was Ceylon but is now Sri Lanka. Tony's parents were involved in the business of what was then the British Empire.

  4. Biography. Sir Charles Antony Richard Hoare is a British computer scientist who recieved the ACM Turing Award for "his fundamental contributions to the definition and design of programming languages." Achievements. Implementation of the first compiler for Algol 60 at Elliott Brothers.

  5. Sir Charles Antony Richard Hoare (Tony Hoare) has conducted research in computer science for over sixty years. He began and finished his career working in industry, while spending the middle half in academia.

  6. Sir Charles Antony Richard Hoare is a senior researcher in the Programming Principles and Tools group at Microsoft Research Cambridge (U.K.). Born in Colombo (Ceylon, now Sri Lanka) to British parents, he received his Bachelor’s degree in Classics from the University of Oxford (Merton College) in 1956.

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  8. Biography. Tony Hoare's interest in computing was awakened in the early fifties, when he studied philosophy (together with Latin and Greek) at Oxford University, under the tutelage of John Lucas. He was fascinated by the power of mathematical logic as an explanation of the apparent certainty of mathematical truth.

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