Method and apparatus for functional relationship...

Data processing: artificial intelligence – Neural network – Learning task

Reexamination Certificate

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Reexamination Certificate

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07933850

ABSTRACT:
One embodiment of the present invention provides a system that constructs a functional relationship approximation from a set of data points through nonparametric regression. During operation, the system receives a training data set in an n-dimensional space. Next, the system defines a set of regression primitives in the n-dimensional space, wherein a regression primitive in the set passes through N data points in the training data set, wherein N≧n. The system then logically combines the set of regression primitives to produce a convex envelope F, such that for each point p in the n-dimensional space: (1) F(p)=0, if p is on the convex envelope; (2) F(p)<0, if p is inside the convex envelope; and (3) F(p)>0, if p is outside the convex envelope. The system next obtains the functional relationship approximation by computing an argument of the minimum of F in the n-dimensional space. The system subsequently uses the functional relationship approximation to classify data.

REFERENCES:
patent: 2003/0107548 (2003-06-01), Eun et al.
Kotsiantis et al. “Bagging Model Trees for Classification Problems”, LNCS, vol. 3746/2005, Springer Berlin/Heidelberg, pp. 328-337.
Bougaev et al. “R-functions Based Classification for Abnormal Software Process Detection”, CIS, 2005, Part 1, LNAI 3801, pp. 991-996.
Smola, et al. “A Tutorial on Support Vector Regression”, Statistics and Computing, 2003, pp. 1-24).
Shapiro, Vadim Theory of R-Functions and Applications: A Primer, Nov. 1988 (Revised Jun. 1991), http://sal-cnc.me.wisc.edu/index.php?option=com—remository&Itemid=143&func=startdown&id=47, downloaded May 12, 2009.

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