Abstract

The approximation coefficient matrix of the 1-level Daubechies wavelet transform, combined with the Hu set of invariant moments, is proposed as the features of the off-line handwritten Tibetan consonant letters recognition. And an optimal coefficient is multiplied to the Hu set of invariant moments before concatenating it to the vector transformed from the approximation coefficient matrix. The experiments show that the proposed features improve the recognition rate of off-line handwritten Tibetan consonants evidently.

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