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Chong Chi Tat

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Name
  
Chong Tat


Chong Chi Tat httpsuploadwikimediaorgwikipediacommonsthu

2009 RESEARCH: BEYOND PUBLISH OR PERISH - Part 1


Chong Chi Tat is University Professor and Director of the Institute for Mathematical Sciences at the National University of Singapore (NUS). His research interests are in the areas of recursion/computability theory.

Contents

2009 RESEARCH: BEYOND PUBLISH OR PERISH - Part 3


Academic career

Professor Chong received his BSc (with distinction) from Iowa State University and his PhD from Yale University. He began his career in NUS as a Lecturer in 1974. He was subsequently promoted to Senior Lecturer (1980–1985), Associate Professor (1985–1989) and Professor (1989–2004). Professor Chong held many administrative leadership positions including Vice Dean of Science (1985–1996); Head, Department of Information Systems and Computer Science (1993–1996); Deputy Vice Chancellor, Deputy President and Provost (1996–2004); and Head, Department of Mathematics (2006–2012). In 2004, Professor Chong was named the second University Professor of NUS, the highest honor bestowed upon a very small number of its tenured faculty members.

Selected works

  • Chi Tat Chong and Yue Yang, Ramsey's theorem, reverse mathematics and nonstandard models, Asia Pacific Mathematics Newsletter 5 (2015), no. 2, 1–4.
  • Chi Tat Chong, Theodore A Slaman and Yue Yang, The metamathematics of stable Ramsey’s theorem for pairs, Journal of the American Mathematical Society, (2014), 863-892.
  • Chi Tat Chong, Theodore A Slaman and Yue Yang, Pi^1_1 conservation of combinatorial principles weaker than Ramsey’s theorem for pairs, Advances in Mathematics (2012), 1060-1071.
  • Chi Tat Chong and Yue Yang, The jump of a Sigma_n cut, Journal of the London Mathematical Society (2007), 690—704.
  • Awards and honors

    Chong received the Public Administration Medal (Gold), in Singapore's National Day Awards 2002. He has been a Fellow of the Singapore National Academy of Science since 2011.

    References

    Chong Chi Tat Wikipedia


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