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Square to hexagonal lattice conversion based on one-dimensional interpolation

机译:基于一维插值的正方形到六边形点阵转换

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This paper concerns the square lattice to hexagonal lattice conversion in practical hexagonal image processing, and presents a simplified conversion method that converts the common two-dimensional (2-D) interpolation approach to one-dimensional (1-D) interpolation. This paper is motivated by the sampling interval relationship between the square lattice and the hexagonal lattice, and assumes the 2-D interpolation kernel as separable, then changes the 2-D interpolation into successive 1-D interpolations, and finally reduces to the 1-D interpolation along the horizontal direction only. Compared with the common 2-D interpolation approach, the proposed simplified conversion method is more simple and more computationally efficient, and it is also more suitable for parallel processing. Finally, the experimental results verify the correctness as well as the computational efficiency.
机译:本文涉及实际六边形图像处理中的方格子到六边形格子的转换,并提出了一种简化的转换方法,可将常见的二维(2-D)插值方法转换为一维(1-D)插值方法。本文以方格和六边形格之间的采样间隔关系为动力,并假设二维插值核是可分离的,然后将二维插值更改为连续的一维插值,最后简化为一维插值。仅沿水平方向进行D插补。与普通的2-D插值方法相比,所提出的简化转换方法更简单,计算效率更高,并且也更适合于并行处理。最后,实验结果验证了正确性和计算效率。

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