Abstract: in this paper Efficient architecture for discrete wavelet transform is proposed by using lifting scheme. In arithmetic, a wavelet series is a representation of a square- integrable (real-or complex-valued) function by a certain orthonormal series generated by a wavelet. Lifting based Wavelet transform is mainly comprises of three steps that is split, predict and update, this algorithm allowed high compression ratios, preserving diagnostically important data features. For low-resolution images created with the necessity to keep predefined key diagnostic information (contractile function of the heart), high compression ratios up to 2000 could be achieved.
Index Terms: Discrete Wavelet transforms, square integrable function, lifting scheme
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