Erdős number: Difference between revisions
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* '''0''': You are Paul Erdos . | * '''0''': You are Paul Erdos . | ||
* '''1''': You have co-authored a paper with Erdos. | * '''1''': You have co-authored a paper with Erdos. | ||
* '''N+1''' You have co-authored a paper with | * '''N+1''' You have co-authored a paper with someone of Erdos number N. | ||
If there is no chain of co-author relations connecting you to Erdos, your Erdos number is considered infinite. | If there is no chain of co-author relations connecting you to Erdos, your Erdos number is considered infinite. | ||
Revision as of 08:25, 2 April 2011
Erdos numbers are named for the Hungarian-American mathematician Paul Erdos and are an application of graph theory, a field in which he published extensively. They treat collaboration among researchers — measured by publication of joint papers — as a graph. A researcher's Erdos number is the length of the shortest path, via co-author relationships, connecting him or her to Paul Erdos.
More explicitly, it is the first number in the following list which applies to you:
- 0: You are Paul Erdos .
- 1: You have co-authored a paper with Erdos.
- N+1 You have co-authored a paper with someone of Erdos number N.
If there is no chain of co-author relations connecting you to Erdos, your Erdos number is considered infinite.
There are analogous measures in other fields. Actors calculate their Kevin Bacon number, based on appearing in films together, and Go players have a Shusaku number, the minimum number of games linking them to a great 18th century master.
The The Erdös Number Project at Oakland University in Rochester, Michigan has much more information.