Abstract
When discrete Hidden-Markov-Models (HMMs)-based recognition is performed, vector quantization (VQ) is used to transform continuous observations to sequences of discrete symbols. After VQ, the quantization error is not spread equally among the features. This impairs the feature significance, which is important when features are selected, e. g. by applying the Sequential Forward Selection (SFS). In this paper, we introduce a novel vector quantization (VQ) scheme for distributing the quantization error equally among the quantized dimensions of a feature vector. Afterwards, the proposed VQ scheme is used to apply the SFS on the features in on-line handwritten whiteboard note recognition based on discrete HMMs. In an experimental section, we show that the novel VQ scheme derives feature sets of almost half the size of the feature sets gained when standard VQ is used for quantization, while the performance stays the same.
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