Knowledge-Based Nonlinear Kernel Classi ers
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Shavlik, Jude
Mangasarian, Olvi
Fung, Glenn
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Technical Report
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Abstract
Prior knowledge in the form of multiple polyhedral sets, each
belonging to one of two categories, is introduced into a reformulation of
a nonlinear kernel support vector machine (SVM) classi er. The resulting
formulation leads to a linear program that can be solved e ciently.
This extends, in a rather unobvious fashion, previous work [3] that incorporated
similar prior knowledge into a linear SVM classi er. Numerical
tests on standard-type test problems, such as exclusive-or prior knowledge
sets and a checkerboard with 16 points and prior knowledge instead
of the usual 1000 points, show the e ectiveness of the proposed approach
in generating sharp nonlinear classi ers based mostly or totally on prior
knowledge.
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03-02