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Bilateral alpha omega: calculating LUT argument with few arithmetic operations
Bilateral alpha omega: calculating LUT argument with few arithmetic operations
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机译:双边alpha omega:用少数算术运算计算LUT参数
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摘要
According to a first aspect, a method is provided. The method includes obtaining an M×N array of pixel values an image; determining a weight selection value for position x,y in the M×N array; and using the weight selection value to obtain a weight value for use in a filter for filtering the image. Determining the weight selection value for position x,y (omegax,y) includes: a) retrieving a previously determined weight selection value for position x,y−1 (omegax,y−1); b) retrieving a previously determined alpha value (a) for position x,y−1; c) calculating a delta value (d); and d) calculating omegax,y=omegax,y−1−a+d. Calculating d includes: i) retrieving a first previously determined value (omega_row); i) retrieving a second previously determined value (alpha_row); and ii) calculating d=omega_row−alpha_row+abs(Ax+1,y+1−Ax+1,y+2), wherein Ax+1,y+1 is the value stored in position x+1,y+1 of the array and Ax+1,y+2 is the value stored in position x+1,y+2 of the array.
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机译: 在端对端激活f 1 Sub>(00)的“ k”个“最小化区域”结果参数 +1 Sup> m k Sub>中生成的方法 min Sub>→ +1 Sup> m k Sub>用于根据三元数系统的f(+ 1,0,-1)结构的算术公理进行转换模拟信号的参数“«-/ +»[m j Sub>] f(+/-)--”互补代码“转换为条件最小化位置信号的结构模拟信号±< / Sup> [m j Sub>] f усл Sub>(+/-) min Sub>及其实现的功能结构(俄罗斯逻辑版本)