Analysis of Medical Image Resizing Using Bicubic Interpolation Algorithm

B. K. Triwijoyo, Ahmat Adil
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引用次数: 10

Abstract

Image interpolation is the most basic requirement for many image processing tasks such as medical image processing. Image interpolation is a technique used in resizing an image. To change the image size, each pixel in the new image must be remapped to a location in the old image to calculate the new pixel value. There are many algorithms available for determining the new pixel value, most of which involve some form of interpolation between the closest pixels in the old image. In this paper, we use the Bicubic interpolation algorithm to change the size of medical images from the Messidor dataset and then analyze it by measuring it using three parameters Mean Square Error (MSE), Root Mean Squared Error (RMSE), and Peak Signal-to-Noise Ratio (PSNR), and compare the results with Bilinear and Nearest-neighbor algorithms. The results showed that the Bicubic algorithm is better than Bilinear and Nearest-neighbor and the larger the image dimensions are resized, the higher the degree of similarity to the original image, but the level of computation complexity also increases.
基于双三次插值算法的医学图像大小调整分析
图像插值是医学图像处理等许多图像处理任务的最基本要求。图像插值是一种用于调整图像大小的技术。要更改图像大小,必须将新图像中的每个像素重新映射到旧图像中的某个位置,以计算新的像素值。有许多算法可用于确定新的像素值,其中大多数涉及旧图像中最接近的像素之间的某种形式的插值。本文采用双三次插值算法对Messidor数据集的医学图像进行大小改变,并利用均方误差(MSE)、均方根误差(RMSE)和峰值信噪比(PSNR)三个参数对其进行测量分析,并与双线性算法和最近邻算法进行比较。结果表明,双三次算法优于双线性和最近邻算法,图像尺寸调整越大,与原始图像的相似度越高,但计算复杂度也随之增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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