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A multiresolution technique for 3-D image compression

机译:3-D图像压缩的多分辨率技术

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The compression of 3-D digital images, such as those obtained from magnetic resonance imaging or computed tomography, for efficient storage and transmission of data is discussed. Although there is a trade off between compression and resolution, it is believed that a substantial decrease in the number of voxels (volume elements) will not noticeably degrade the 3-D image. As a result, to the clinician, the efficacy of the image will not be changed, but the amount of bytes needed to represent the image will be decreased. A multiresolution image representation is used as a basis for constructing an approximation to the original image, and this method is based on 3-dimensional, separable splines. A multiresolution algorithm that computes the solution to the approximation problem in O(log N), on a single-instruction, multiple-data architecture (SIMD) is being developed. SIMD is a fine grain parallel architecture and N is the number of voxels in the original image.
机译:讨论了3-D数字图像(例如从磁共振成像或计算机断层扫描获得的图像)的压缩,以有效地存储和传输数据。尽管要在压缩和分辨率之间进行权衡,但是可以认为,体素(体积元素)数量的大幅减少不会显着降低3-D图像的质量。结果,对于临床医生而言,图像的功效不会改变,但是代表图像所需的字节数将减少。多分辨率图像表示用作构建原始图像近似值的基础,并且该方法基于3维,可分离的样条曲线。正在开发一种在单指令多数据架构(SIMD)上计算O(log N)中逼近问题的解的多分辨率算法。 SIMD是一种细粒度的并行体系结构,N是原始图像中的体素数。

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