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Efficient of the image mofphological pyramid decomposition

机译:高效图像Mofphology金字塔分解

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摘要

In order to measure the objective efficiency of the image decomposition by morphological pyramid, coding and entropy gains are coputed. Coding gain is the measure of energy compaction of image in frequency domain, which is basic condition for efficient compression. Also, a decomposition will be considered to the more effective if theentropy gain as a measure of enetropy reduction is higher while maintaining the same fidelity measure in the compresed data. To make comparison with linear filters, coding and entropy gains for linear Wavelet filters are also shown, Simulation results show that energy compaction measured by coding gain is some lower using morphological filters while bit rate reduction measured by entropy gain is higher. The choice of optimal decomposition method depends also on optimal coding of subbands and subjective image quality.
机译:为了测量通过形态金字塔的图像分解的客观效率,将编码和熵增益被复制。 编码增益是频域中图像的能量压实的量度,这是有效压缩的基本条件。 而且,如果在将CONTED数据中的相同保真度量保持在Entropy降低的量度,则将被认为是更有效的。 为了使与线性滤波器进行比较,还示出了线性小波滤波器的编码和熵增益,仿真结果表明,通过编码增益测量的能量压缩是使用形态过滤器的一些较低,而通过熵增益测量的比特率降低更高。 最佳分解方法的选择也取决于子带和主观图像质量的最佳编码。

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