|Born||November 29, 1955 (age 67)|
|Alma mater||Harvard University|
|Doctoral advisor||Heisuke Hironaka|
David Allen Bayer (born November 29, 1955) is an American mathematician known for his contributions in algebra and symbolic computation and for his consulting work in the movie industry. He is a professor of mathematics at Barnard College, Columbia University.
Education and career
Bayer was educated at Swarthmore College as an undergraduate, where he attended a course on combinatorial algorithms given by Herbert Wilf. During that semester, Bayer related several original ideas to Wilf on the subject. These contributions were later incorporated into the second edition of Wilf and Albert Nijenhuis' influential book Combinatorial Algorithms, with a detailed acknowledgement by its authors. Bayer subsequently earned his PhD at Harvard University in 1982 under the direction of Heisuke Hironaka with a dissertation entitled The Division Algorithm and the Hilbert Scheme. He joined Columbia University thereafter.
Bayer has worked in various areas of algebra and symbolic computation, including Hilbert functions, Betti numbers, and linear programming. He has written a number of highly cited papers in these areas with other notable mathematicians, including Bernd Sturmfels, Jeffrey Lagarias, Persi Diaconis, Irena Peeva, and David Eisenbud. Bayer is one of ten individuals cited in the white paper published by the pseudonymous Satoshi Nakamoto describing the technological underpinnings of Bitcoin. He is cited as a co-author, along with Stuart Haber and W. Scott Stornetta, of a paper to improve on a system for tamper-proofing timestamps by incorporating Merkle trees.
- A Nijenhuis and HS Wilf (1978) Combinatorial Algorithms, 2nd ed., Academic Press.
- Hevesi, Dennis (29 November 2012). "Bryce Bayer, Inventor of a Filter to Make Color Digital Pictures, Dies at 83". The New York Times.
- Zheng, Steven (October 31, 2018). "Bitcoin white paper: 10 years and 10 facts".
- Chinweokwu, Okereke (June 9, 2022). "The History of Blockchain".
- B Polster and M Ross (2012) Math Goes to the Movies, Johns Hopkins University Press.