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courses:cs211:winter2012:journals:jeanpaul:section1 [2012/01/14 22:06] mugabejcourses:cs211:winter2012:journals:jeanpaul:section1 [2012/01/14 22:29] (current) mugabej
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       * For a woman // w// , // m//  is a // valid partner//  if there is a stable matching that contains the pair (// m,w// ). // m//  is the // worst valid partner//  of // w// if // m//  is a valid partner of // w//  and no man whom // w//  ranks lower than // m//  is a valid partner of hers.       * For a woman // w// , // m//  is a // valid partner//  if there is a stable matching that contains the pair (// m,w// ). // m//  is the // worst valid partner//  of // w// if // m//  is a valid partner of // w//  and no man whom // w//  ranks lower than // m//  is a valid partner of hers.
       * In the stable matching S*, each woman is paired with her // worst valid partner// .       * In the stable matching S*, each woman is paired with her // worst valid partner// .
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 +After re-reading this section, I still think that it is very hard to implement an algorithm that may satisfy both those who propose and those who are proposed to. In practice,it's hard to have a stable matching.Also, when the size of the individuals increases( if we go back to the applicants and companies/colleges), the problem increases its complexity and the solution becomes harder to find. So the question I have is: To what extent can this solution be extended to solve the more complex problem involving applicants/companies?\\ 
 +After re-reading this section, I appreciated even more the way the approach of this problem was made: from a clearly complex problem, devise a simpler version of the problem whose solution may extend to the more complex problem. It's a very admirable process that is really useful in solving most of the problems.\\
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 +The reading was interesting but I had trouble progressing at times. I give this section a 7 out of 10.
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courses/cs211/winter2012/journals/jeanpaul/section1.1326578766.txt.gz · Last modified: 2012/01/14 22:06 by mugabej
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