Distributed Knowledge Discovery With Non Linear Dimensionality Reduction

Data mining tasks results are usually improved by reducing the dimensionality of data. This improvement however is achieved harder in the case that data lay on a non linear manifold and are distributed across network nodes. Although numerous algorithms for distributed dimensionality reduction have been proposed, all assume that data reside in a linear space. In order to address the non-linear case, the authors introduce D-Isomap, a novel distributed non linear dimensionality reduction algorithm, particularly applicable in large scale, structured peer-to-peer networks. Apart from unfolding a non linear manifold, their algorithm is capable of approximate reconstruction of the global dataset at peer level a very attractive feature for distributed data mining problems.

Provided by: Athens University of Economics and Business Topic: Big Data Date Added: Feb 2011 Format: PDF

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