Douglas W. Jones Erdos Number

and other rankings

by Douglas W. Jones
THE UNIVERSITY OF IOWA Department of Computer Science

Citations

One of the most interesting ways to evaluate a researcher is to look at how many highly cited publications they have. The H-Index (developed by Jorge Hirsch at UCSD) asks, for example, for the number of papers cited by at least that many other papers.

Here is an attempt at this, although Google Scholar and similar citation databases had real difficulty disambiguating the different authors named Douglas Jones. In addition, some articles are indexed under multiple variant titles; in the following, the notation 3 + 2 means the search engine mentioned found 3 citations under one title plus 2 under another.

  1. Google 158 -- An empirical comparison of priority queue and event set implementations
  2. Google 78 + 2 + 2 + 4 -- Applications of Splay Trees to Data Compression
  3. Google 65 -- Concurrent operations on priority queues
  4. Google 10 + 10 + 1 + 1 + 2 -- Control of Stepping Motors
  5. Google 23 -- Concurrent simulation: An alternative to distributed simulation
  6. Google 18 -- with C-C. Chou, D. Renk, and S. C. Bruell. Experience with concurrent simulation
  7. Google 17 -- The Ultimate RISC
  8. Google 7 + 6 + 2 + 1 -- A Brief Illustrated History of Voting
  9. Google 11 -- Auditing Elections
  10. Google 8 + 3 -- The Case of the Diebold FTP Site
  11. Google 7 + 1 -- Problems with Voting Systems and the Applicable Standards
  12. Google 3 + 3 + 1 -- Chain Voting

Tentatively, then, as of late April, 2008, I have an H-Index of 10.

Erdos Number

A person's Erdös number is the length of the chain of co-authored publications linking that person to the prolific mathematician Paul Erdös. Since Erdös' primary contribution to mathematics may well have been the number of papers he coauthored during his career, this number is of little practical use except perhaps as a source of illustrations for discussions of graph theory.

Douglas Jones (Erdös number 4), coauthor of Evaluation of Voting Systems with: