Author: Dieter Buerssner
Date: 15:14:13 06/30/02
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On June 30, 2002 at 12:51:20, Uri Blass wrote: >I believe that a good program for this task can help me to improve my >chess program. > >Note that the formula does not have to be linear. > >The test for the quality of the prediction is E((y-y')^2) when y' is the >prediction for y based on the varaibles x1,x2,x3,x4,x5 > >A good program for this task may get a file of integers and give me an estimate >for the 6n's integer in the file based on the previous 5 integers. > >It is better if the program gives me not only the prediction but also an >estimate for the distribution of the error. I am not sure, if I understand your question. Do you have a guess, for a function y(x1,...xn)? And with this function, you want to minimize E and have a prediction for the xi? If yes, and if you want to go through the possible trouble to install some DOS program, I may have what you want, and you can contact me by email. The "numerical engine" is pure Standard C, but it is embedded in old fashioned DOS graphics. Regards, Dieter
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