| Young, I.T., et al., A new implementation for the binary and Minkowski operators. Computer Graphics and Image Processing, 1981. 17(3): p. 189210. |
....Locked bag 17, North Ryde NSW 2113, Australia. 2 I. Introduction Erosion and dilation form the basis of all mathematical morphology operators [11] 7] Therefore, there has been a considerable amount of literature reporting techniques that enhance the speed of these fundamental operators [17], 9] 8] 4] 16] 5] 10] 14] 6] Van Herk [15] has shown how to perform grey scale erosions and dilations with a linear structuring element (SE) of arbitrary length using only 3 min max operations per pixel. However, van Herk s algorithm only treats horizontal, vertical, and diagonal ....
I. Young, R. Pevereni, P. Verbeek, and P. Otterloo. A new implementation for the binary and Minkowski operators. Computer Graphics and Image Processing, 17:189--210, 1981.
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Young, I.T., et al., A new implementation for the binary and Minkowski operators. Computer Graphics and Image Processing, 1981. 17(3): p. 189210.
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