Random indexing (RI) is a lightweight dimension reduction method, which is used for example to approximate vector-semantic relationships in online natural language processing systems. Here we generalise RI to multi-dimensional arrays and thereby enable approximation of higher-order statistical relationships in data. The generalised method is a sparse implementation of random projections,which is the theoretical basis also for ordinary RI and other randomisation approaches to dimensionality reduction and data representation. We present numerical experiments which demonstrate that a multi-dimensional generalisation of RI is feasible, including comparisons with ordinary RI and principal component analysis (PCA). The RI method is well suited fo...
Copyright © 2013 ISSR Journals. This is an open access article distributed under the Creative Common...
The use of Vector Space Models (VSM) in the area of Information Retrieval is an established practice...
Random projections reduce the dimension of a set of vectors while preserving structural information,...
Random indexing (RI) is a lightweight dimension reduction method, which is used for example to appro...
Random indexing (RI) is an incremental method for constructing a vector space model (VSM) with a red...
Random indexing is a method for constructing vector spaces at a reduced dimensionality. Previously...
Vector space models (VSMs) are mathematically well-defined frameworks that have been widely used in ...
Conference paperVector space models (VSMs) are mathematically well-defined frameworks that have been...
This paper introduces a modified version of Random Indexing, a technique for di-mensionality reducti...
In this paper we present results from using Random indexing for Latent Semantic Analysis to handle S...
We present results from using Random Indexing for Latent Semantic Analysis to handle Singular Value ...
Abstract Random Indexing (RI) K-tree is the combi-nation of two algorithms for clustering. Many larg...
Massive high-dimensional data sets are ubiquitous in all scientific disciplines. Extracting meaningf...
Brains and computers represent and process sensory information in different ways. Bridgingthat gap i...
International audienceThis paper presents the results and conclusion of a study on the introduction ...
Copyright © 2013 ISSR Journals. This is an open access article distributed under the Creative Common...
The use of Vector Space Models (VSM) in the area of Information Retrieval is an established practice...
Random projections reduce the dimension of a set of vectors while preserving structural information,...
Random indexing (RI) is a lightweight dimension reduction method, which is used for example to appro...
Random indexing (RI) is an incremental method for constructing a vector space model (VSM) with a red...
Random indexing is a method for constructing vector spaces at a reduced dimensionality. Previously...
Vector space models (VSMs) are mathematically well-defined frameworks that have been widely used in ...
Conference paperVector space models (VSMs) are mathematically well-defined frameworks that have been...
This paper introduces a modified version of Random Indexing, a technique for di-mensionality reducti...
In this paper we present results from using Random indexing for Latent Semantic Analysis to handle S...
We present results from using Random Indexing for Latent Semantic Analysis to handle Singular Value ...
Abstract Random Indexing (RI) K-tree is the combi-nation of two algorithms for clustering. Many larg...
Massive high-dimensional data sets are ubiquitous in all scientific disciplines. Extracting meaningf...
Brains and computers represent and process sensory information in different ways. Bridgingthat gap i...
International audienceThis paper presents the results and conclusion of a study on the introduction ...
Copyright © 2013 ISSR Journals. This is an open access article distributed under the Creative Common...
The use of Vector Space Models (VSM) in the area of Information Retrieval is an established practice...
Random projections reduce the dimension of a set of vectors while preserving structural information,...