Hi

One of the things I wondered about this graph was the strengths of these 
approaches to ones that simply assigned weights to medals.  For example, 
assigning scores to gold, silver, and bronze, of 4, 2, and 1 would generate a 
single numerical score for every country, assuming that 2 bronze = 1 silver and 
2 silver = 1 gold.  Would be possible to get psychological (or perhaps other 
... $$?) values for weights.  And then there is the issue of different 
weightings by events?  Does a medal in synchronized swimming = a medal in 100 
meter track event?

Take care
Jim

James M. Clark
Professor of Psychology and Chair
204-786-9757
204-774-4134 Fax
[email protected]

>>> Michael Palij <[email protected]> 09-Aug-12 7:38 AM >>>
The NY Times has an interesting graph the displays the number and kinds of
medals each country in the Olympics in a graph with countries with the greatest
number of medals on top and the least at the bottom; see:

http://www.nytimes.com/interactive/2012/08/07/sports/olympics/the-best-and-worst-countries-in-the-medal-count.html?nl=todaysheadlines&emc=thab1_20120809
 

This is apparently known as a "Hasse diagram" and more information about it
can be gotten here:
http://tartarus.org/simon/2008-olympics-hasse/ 

The Hasse diagram was generated using a software package called Graphviz
and more info about the package can be obtained here:
http://www.graphviz.org/ 

Seems to me that it might be useful in representing some things in psychology.

-Mike Palij
New York University
[email protected] 

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