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In the last class, we discussed the discrete wavelet transform (DWT) in images and aimed to cover how DWT coefficients are encoded into bit streams. Due to time constraints, we could not complete this topic, so we will continue it in this lecture, titled "Embedded Zerotree Wavelet Encoding." At the end of the previous lecture, the concept of parent-child relationships among coefficients in different subbands was introduced. We observed that transitioning between resolutions reveals that one coefficient in a coarser scale corresponds to four coefficients in a finer scale, forming a tree structure where the root is the coefficient in the coarser resolution.
