> From: Leonid <http://www.gmail.com/~l> > Date: Wed, 4 May 2005 19:14:32 -0400 > > I do not know about multiple max/min. What's the rigorous meaning? I just mean looking for local minima/maxima versus global minima/maxima. That's usually the difficult problem. > OC1 is a good idea if I understand it correctly since it looks for > slanted hyperplanes to separate the clusters and that's what it really > is all about. Yes, that's what it's all about. Split, split, split. > The only issue is that the clusters are quite close "at > 0". Question: do you know if OC1 allows for some errors (usually in > any classification problem there is a sparse cloud of errors around > the clouds -- the vacuum is not absolute)? It probably does. Marc's software tried to adjust the numbers so the error rate wouldn't get too large; it was usually something we had to keep in mind when running it. > Also -- how does OC1 look > for the candidate planes -- I couldn't make this out from their > website; I'll try to poke around more... I'm looking at Marc's thesis right now. He used the goodness function used in "Clustering Algorithms" by Hartigan 1975. I have no idea what OC1 itself used. > How can CART work? Doesn't it require some learning? It is a > supervised system i.e. I need to keep telling them what right and > what's wrong... I have never used CART. I've only seen it compared with Bayes and it compares favorably. It also is on-par with OC1, supposedly. > It should be some min/max formula. Same concern about > neural networks. Never used neural nets. > Am I mistaken? I don't know. I don't know about CART; never downloaded the software, never investigated it thoroughly. There's also C4.5, which you might look at. > Thanks > > L