Self-organizing maps
Clustering Algorithms
Cluster validation techniques for genome expression data
Signal Processing - Special issue: Genomic signal processing
Microarray data mining: facing the challenges
ACM SIGKDD Explorations Newsletter
How Many Clusters? An Information-Theoretic Perspective
Neural Computation
ViSOM - a novel method for multivariate data projection and structure visualization
IEEE Transactions on Neural Networks
Discovering the transcriptional modules using microarray data by penalized matrix decomposition
Computers in Biology and Medicine
Computational Biology and Chemistry
A new approach for data clustering and visualization using self-organizing maps
Expert Systems with Applications: An International Journal
Computers in Biology and Medicine
ICIC'13 Proceedings of the 9th international conference on Intelligent Computing Theories and Technology
Hi-index | 0.00 |
Cluster analysis is one of the crucial steps in gene expression pattern (GEP) analysis. It leads to the discovery or identification of temporal patterns and coexpressed genes. GEP analysis involves highly dimensional multivariate data which demand appropriate tools. A good alternative for grouping many multidimensional objects is self-organizing maps (SOM), an unsupervised neural network algorithm able to find relationships among data. SOM groups and maps them topologically. However, it may be difficult to identify clusters with the usual visualization tools for SOM. We propose a simple algorithm to identify and visualize clusters in SOM (the RP-Q method). The RP is a new node-adaptive attribute that moves in a two dimensional virtual space imitating the movement of the codebooks vectors of the SOM net into the input space. The Q statistic evaluates the SOM structure providing an estimation of the number of clusters underlying the data set. The SOM-RP-Q algorithm permits the visualization of clusters in the SOM and their node patterns. The algorithm was evaluated in several simulated and real GEP data sets. Results show that the proposed algorithm successfully displays the underlying cluster structure directly from the SOM and is robust to different net sizes.