Path: Top -> Journal -> Telkomnika -> 2015 -> Vol 13, No 4: December
A Neighbor-finding Algorithm Involving the Application of SNAM in Binary-image Representation
A Neighbor-finding Algorithm Involving the Application of SNAM in Binary-image Representation
Journal from gdlhub / 2016-11-16 06:30:51Oleh : Jie He, Hui Guo, Defa Hu, Telkomnika
Dibuat : 2015-12-01, dengan 1 file
Keyword : Neighbor-Finding; SNAM for Binary-Image; Minor-Diagonal Scanning Mode; Grid Array
Url : http://journal.uad.ac.id/index.php/TELKOMNIKA/article/view/1899
In view of the low execution efficiency and poor practicability of the existing neighbor-finding method, a fast neighbor-finding algorithm is put forward on the basis of Square Non-symmetry and Anti-packing Model (SNAM) for binary-image. First of all, the improved minor-diagonal scanning way is applied to strengthen SNAMs adaptability to various textures, thus reducing the total number of nodes after coding; then the storage structures for its sub-patterns are standardized and a grid array is used to recover the spatial-position relationships among sub-patterns, so as to further reduce the complexity of the neighbor-finding algorithm. Experimental result shows that this methods execution efficiency is significantly higher than that of the classic Linear Quad Tree (LQT)-based neighbor-finding method.
In view of the low execution efficiency and poor practicability of the existing neighbor-finding method, a fast neighbor-finding algorithm is put forward on the basis of Square Non-symmetry and Anti-packing Model (SNAM) for binary-image. First of all, the improved minor-diagonal scanning way is applied to strengthen SNAMs adaptability to various textures, thus reducing the total number of nodes after coding; then the storage structures for its sub-patterns are standardized and a grid array is used to recover the spatial-position relationships among sub-patterns, so as to further reduce the complexity of the neighbor-finding algorithm. Experimental result shows that this methods execution efficiency is significantly higher than that of the classic Linear Quad Tree (LQT)-based neighbor-finding method.
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