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| Return Home Resources Publications Conference papers Source Code Classifier source code Tutorials Pattern recognition tutorials Terminology Definitions of pattern recognition terms Pattern Recognition Applications A summary of pattern recognition applications Classification Applet Applet Online implementation of various classifiers Data Set Format Description of the data set format used for the classification applet Example Data Sets Downloadable data set examples Classification Applet Documentation Description of the algorithms used
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Pattern Recognition Terminology Pattern recognition is an interdisciplinary subject including the areas of statistics, engineering, artificial intelligence, machine learning, computer science, psychology, physiology and various other fields. Pattern recognition is a term used for all the stages of and investigation from problem formulation, data collection, feature selection and extraction, classification and assessment of the results and interpretation Classification
can be divided into supervised and unsupervised classification. In supervised
classification, also termed discrimination,
a set of data samples consisting of
a set of variables is available. All the samples in the data set are
labelled;
they are thus all assigned to a specific class. With unsupervised
classification, sometimes termed clustering, the samples in the data
set are
not labelled. Pattern - A pattern
is a d-dimensional vector x = (x1,...,xd) where each
element of the vector corresponds to the value of a different feature. Features are used to describe an observation. A pattern is also referred to as a sample or observation. Feature extraction
- The process of extracting certain attributes from collected data.
These attributes are used to map the original data to a feature space
in which the data will be seperable so that classification can be
performed. Feature selection
- The process of selecting the most relevant features that have been
extracted. Thus selecting the features that will map to the optimal
feature space to perform classification. Generalization
describes how well an algorithm will perform on functions/data it has
not yet seen, given that the unseen functions/data are drawn from the
same sample distribution as the training data.
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