A. Buhot, Mirta B. Gordon
Published 1998-02-17Version 1
We study the typical learning properties of the recently proposed Support Vectors Machines. The generalization error on linearly separable tasks, the capacity, the typical number of Support Vectors, the margin, and the robustness or noise tolerance of a class of Support Vector Machines are determined in the framework of Statistical Mechanics. The robustness is shown to be closely related to the generalization properties of these machines.
Neuromodulation via Krotov-Hopfield Improves Accuracy and Robustness of RBMs
Robustness of topological order against disorder
Generalization properties of restricted Boltzmann machine for short-range order
