A Conversation for Six Degrees of Kevin Bacon

Erdos Numbers

Post 1

Solsbury

For a number of years mathematicians have been playing a similar game but using the hungarian mathematician Paul Erdos as the start point. A persons Erdos number is the number of academics linking person A with Erdos through co-authoring mathematical papers.
Erdos travelled a lot during his lifetime and published many mathematical papers.
There are currently 507 people with an Erdos number of 1 and 6127 with an Erdos number of 2
[URL removed by moderator]is the homepage of the Erdos number project.

Solsbury who has no Erdos number that he knows of.


Erdos Numbers

Post 2

Bagpuss

Methinks the number of people with an Erdos number of 1 is destined to remain constant.


Erdos Numbers

Post 3

Solsbury

Although Paul Erdos did indeed die a few years back (1996) papers where he is a co-author are still being published. So the number of people with an Erdos number of 1 isn't quite as constant as you might think smiley - winkeye
According to the Erdos number project homepage, he's got over 1500 papers published to jan 2001 (this is apparently the highest for any mathematician ever).


Erdos Numbers

Post 4

Bagpuss

Oh. I didn't know that. *grumble*

I knew he was pretty prolific, that's why he was chosen. He was also pretty weird.


Erdos Numbers

Post 5

Solsbury

The things you find fiddling round on the web smiley - winkeye

I wonder what the equivalent H2G2 thing would be (and if the community is large enough to make it a viable sample population).


Erdos Numbers

Post 6

Bagpuss

How do you mean? Linking people based on joint articles?


Erdos Numbers

Post 7

Decaf Silicon

Conversations as well? A conversation should require direct juxtaposition. By the by, it'd be helpful for this article to include the Six Degrees of Separation origin of the Kevin Bacon game -- this game arose from a theory, not out of the blue. _The Tipping Point_ by Malcolm Gladwell illuminates this, among other epidemiological phenomena.


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