PhD. Thesis
Coevolution and Encoding of Fuzzy Systems,
and Multiobjective Optimisation
"The author has made careful considerations and experimentations to come up with the conclusions... Overall, the thesis is an example of an impressive and scientific piece of work."
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BREA
Blended Rank Evolutionary Algorithm
"The BREA procedure suggested will go a long way for researchers to use. I believe it has all the good ingredients for it to be popularly used in the near future."
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Cooperative Coevolution
Co-evolutionary learning and hierarchical fuzzy control for the inverted pendulum.
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The Stable Marriage Problem
Life is messy. What if you do fall even more in love with someone else than with your current spouse, and what if they fall in love with you? What if they also are married to another..?
Oh, if only this tragedy could have been averted! If only there were a way to ensure that everyone be happily married and never be tormented by temptation! If only mathematics had something to tell us...
There is a mathematical problem called the "Stable Marriage Problem". Consider an equal number of men and women to be married to one another. Is it possible for everyone to marry, such that you could never find yourself in that lamentable hypothetical situation: preferring to be with someone else who would also prefer to be with you?
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The Marriage Problem
How do you know when it's time to get married? How do you know that the one you're with right now, of all the millions of people out there, is The One? How do you know that She (for want of a neutral pronoun) isn't yet to come into your life? For that mater... how do you know that you haven't already said goodbye to her?
Mathematically, if naively, the problem is simple to formulate...
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