Comput. Vision and Image Process. Lab., Purdue Univ., West Lafayette, IN.
IEEE Trans Image Process. 1995;4(2):177-85. doi: 10.1109/83.342191.
Presents a new algorithm that utilizes mathematical morphology for pyramidal coding of color images. The authors obtain lossy color image compression by using block truncation coding at the pyramid levels to attain reduced data rates. The pyramid approach is attractive due to low computational complexity, simple parallel implementation, and the ability to produce acceptable color images at moderate data rates. In many applications, the progressive transmission capability of the algorithm is very useful. The authors show experimental results for color images at data rates of 1.89 bits/pixel.
提出了一种新的算法,该算法利用数学形态学对彩色图像进行金字塔编码。作者通过在金字塔级别使用分块截断编码来获得有损彩色图像压缩,以达到降低数据速率的目的。由于计算复杂度低、简单的并行实现以及在中等数据速率下生成可接受的彩色图像的能力,金字塔方法很有吸引力。在许多应用中,该算法的渐进传输能力非常有用。作者展示了在 1.89 位/像素的数据速率下彩色图像的实验结果。