We present a new type of multi-class learning algorithm called a linear-max algorithm. Linearmax algorithms learn with a special type of attribute called a sub-expert. A sub-expert is a vector attribute that has a value for each output class. The goal of the multi-class algorithm is to learn a linear function combining the sub-experts and to use this linear function to make correct class predictions. The main contribution of this work is to prove that, in the on-line mistake-bounded model of learning, a multi-class sub-expert learning algorithm has the same mistake bounds as a related two class linear-threshold algorithm. We apply these techniques to three linear-threshold algorithms: Perceptron, Winnow, and Romma. We show these algorithms give good performance on artificial and real datasets.
['Chris Mesterharm']
Using Linear-threshold Algorithms to Combine Multi-class Sub-experts