Abstract Capacity control in perceptron decision trees is typically performed by control-ling their size. We prove that other quantities can be as relevant to reduce their flexibility and combat overfitting. In particular, we provide an upper bound on the generalization error which depends both on the size of the tree and on the margin of the decision nodes. So enlarging the margin in perceptron decision trees will reduce the upper bound on general-ization error. Based on this analysis, we introduce three new algorithms, which can induce large margin perceptron decision trees. To assess the effect of the large-margin bias, OC1 [18] of Murthy, Kasif and Salzberg, a well-known system inducing perceptron decision tree, is used as the baseline ...
We address the problem of binary linear classification with emphasis on algorithms that lead to sepa...
Generalization error of classifier can be reduced by larger margin of separating hyperplane. The pro...
We give an adversary strategy that forces the Perceptron algorithm to make (N \Gamma k + 1)=2 mistak...
Capacity control in perceptron decision trees is typically performed by controlling their size. We p...
The problem of controlling the capacity of decision trees is considered for the case where the decis...
Perceptron like large margin algorithms are introduced for the experiments with various margin selec...
Due to the nonlinear but highly interpretable representations,decision tree (DT) models have signifi...
© 2016, Association for the Advancement of Artificial Intelligence (www.aaai.org). All rights reserv...
Plan for today: Last time we looked at the Winnow algorithm, which has a very nice mistake-bound for...
The perceptron is a simple supervised algorithm to train a linear classifier that has been analyzed ...
Let us consider a linear feasibility problem with a possibly innite number of inequality constraints...
AbstractIt is the accuracy of classification that decides whether the algorithm is prior or not in g...
We introduce and analyze a new algorithm for linear classification which combines Rosenblatt 's...
Mining of data streams must balance three evaluation dimensions: accuracy, time and memory. Excellen...
We present an improvement of Novikoff's perceptron convergence theorem. Reinterpreting this mis...
We address the problem of binary linear classification with emphasis on algorithms that lead to sepa...
Generalization error of classifier can be reduced by larger margin of separating hyperplane. The pro...
We give an adversary strategy that forces the Perceptron algorithm to make (N \Gamma k + 1)=2 mistak...
Capacity control in perceptron decision trees is typically performed by controlling their size. We p...
The problem of controlling the capacity of decision trees is considered for the case where the decis...
Perceptron like large margin algorithms are introduced for the experiments with various margin selec...
Due to the nonlinear but highly interpretable representations,decision tree (DT) models have signifi...
© 2016, Association for the Advancement of Artificial Intelligence (www.aaai.org). All rights reserv...
Plan for today: Last time we looked at the Winnow algorithm, which has a very nice mistake-bound for...
The perceptron is a simple supervised algorithm to train a linear classifier that has been analyzed ...
Let us consider a linear feasibility problem with a possibly innite number of inequality constraints...
AbstractIt is the accuracy of classification that decides whether the algorithm is prior or not in g...
We introduce and analyze a new algorithm for linear classification which combines Rosenblatt 's...
Mining of data streams must balance three evaluation dimensions: accuracy, time and memory. Excellen...
We present an improvement of Novikoff's perceptron convergence theorem. Reinterpreting this mis...
We address the problem of binary linear classification with emphasis on algorithms that lead to sepa...
Generalization error of classifier can be reduced by larger margin of separating hyperplane. The pro...
We give an adversary strategy that forces the Perceptron algorithm to make (N \Gamma k + 1)=2 mistak...