• go to J. H. Wilkinson 's profile page
  • go to Ole-Johan Dahl 's profile page
  • go to Vinton Cerf's profile page
  • go to A J Milner 's profile page
  • go to C. Antony R. Hoare 's profile page
  • go to John Cocke 's profile page
  • go to Shafi Goldwasser 's profile page
  • go to Richard Karp's profile page
  • go to Kristen Nygaard 's profile page
  • go to Judea Pearl's profile page
  • go to Edward A Feigenbaum's profile page
  • go to E. Allen Emerson's profile page
  • go to Edsger W. Dijkstra's profile page
  • go to William Kahan's profile page
  • go to Amir Pnueli's profile page
  • go to Frances Allen's profile page
  • go to Maurice V. Wilkes's profile page
  • go to Geoffrey E Hinton's profile page
  • go to Manuel Blum's profile page
  • go to Martin Hellman 's profile page
  • go to Barbara Liskov's profile page
  • go to Stephen A Cook's profile page
  • go to Charles W Bachman's profile page
  • go to Jim Gray 's profile page
A.M. TURING AWARD WINNERS BY...

Michael O. Rabin DL Author Profile link

United States – 1976
Short Annotated Bibliography
  1. Rabin, Michael O. and Dana Scott, “Finite Automata and Their Decision Problems,” IBM Journal of Research and Development, Vol. 3, Num. 2, 1959, pp. 114-125. Russian translation: “Konechnye avtomaty i zadachi ikh razresheniya,” Kiberneticheskii sbornik, vol. 4 (1962), pp. 58-91. Reprinted in: Moore E. F. (editor), Sequential Machines, Selected Papers, Addison Wesley Publishing Company, Reading, MA (1964), pp. 63-92. This paper contains the research work on nondeterministic automata for which the two authors received the 1976 Turing Award.
  2. Rabin, Michael O., "Degree of Difficulty of Computing a Function and a Partial Ordering of Recursive Sets," Technical Report No. 2, O.N.R., Hebrew University, Jerusalem, 1960. This paper was inspired by the “spies and guards” problem from John McCarthy.
  3. Rabin, Michael O. (1980), "Probabilistic algorithm for testing primality," Journal of Number Theory, Vol. 12, Num. 1, pp. 128–138. This paper describes the randomized algorithm developed by Miller and Rabin for primality testing
  4. Rabin, Michael O. and J. O. Shallit, “Randomized Algorithms in Number Theory,” Communications on Pure and Applied Mathematics, Vol. 39, Num. S1, 196, pp. S239-S256. In this work the two authors use the randomized algorithm for Lagrange’s four-square as an illustration of their approach.