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|    Message 303 of 1,954    |
|    Greg Heath to Mick    |
|    Re: Implementing square root with a neur    |
|    30 Apr 04 19:56:12    |
      XPost: comp.ai.genetic, comp.ai.neural-nets       From: heath@alumni.brown.edu              mick_from-newsg1@yahoo.com (Mick) wrote in message       news:<408e3aa5$1@news.unimelb.edu.au>...       > Newbie question here:       >       > Does anyone know which systems/topology would be best to       > implement a "square root" function, either using       > neural networks, genetic algorithms, etc              MLP might be a better NN to use than an RBF.              If your training data lies in the interval [xmin,xmax]       performance should degrade more slowly for x outside the       interval with a MLP.              > Idea here is 1 input (source value),       >       > two outputs:       > 1. square root value       > 2. Indicator - when set high, calculation has finished.              Once the net is trained, the output will be more or less       instantaneous. No iteration is involved in the trained       model.              > Idea here is that the training set will be a "simple" table       > of inputs (original values) and outputs (square roots).       > [with indicator output to say when calculation finished, or       > 1000 iterations, whichever comes first]              Again, no iteration is involved with a trained NN.              Hope this helps.              Greg              > Id like to see which systems could automatically deduce       > a newtonian solution (or other) to this problem.       >       > Any ideas, even vague, very welcome!       >       > Regards,       > M.       >       > mick_from-newsg1@yahoo.com       >              [ comp.ai is moderated. To submit, just post and be patient, or if ]       [ that fails mail your article to |
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