Novel high intrinsic dimensionality estimators

作者:A. Rozza, G. Lombardi, C. Ceruti, E. Casiraghi, P. Campadelli

摘要

Recently, a great deal of research work has been devoted to the development of algorithms to estimate the intrinsic dimensionality (id) of a given dataset, that is the minimum number of parameters needed to represent the data without information loss. id estimation is important for the following reasons: the capacity and the generalization capability of discriminant methods depend on it; id is a necessary information for any dimensionality reduction technique; in neural network design the number of hidden units in the encoding middle layer should be chosen according to the id of data; the id value is strongly related to the model order in a time series, that is crucial to obtain reliable time series predictions.

论文关键词:Intrinsic dimensionality estimation, Dimensionality reduction, Manifold learning

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论文官网地址:https://doi.org/10.1007/s10994-012-5294-7