Connected Component Labeling in Image Processing With Mimd Architectures
Connected Component Labeling in Image Processing With Mimd Architectures
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In our eReader you can find the full English version of the book. Read Connected Component Labeling in Image Processing With Mimd Architectures Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Connected Component Labeling in Image Processing With Mimd Architectures
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To quickly assess the difficulty of the text, read a short excerpt:
At intennediate stages of the algorithm, the trees in the pointer graph can be classified as live, stagnant, and dead. A live tree has been shortcut or hooked in the current iteration, A stagnant tree has not been shortcut or hooked in the current iteration. A dead tree has not been shortcut or hooked in the previous iteration.
In the algorithm that follows, each vertex is assigned an age value, which is used to determine when trees are stagnant or dead. Further, we assume that each vertex v is... denoted by a distinct integer. Thus if v is the integer value for a vertex, parent[v] is the integer value of v's parent vertex, and age[v] is the integer value of the lalst iteration in which v was shortcut or hooked.
Page 6 /* initialize */ 0) (Vv)[v e V] cobegin parent[v] - v; age[v] - 0; coend I-O; While (3v)[age[v] = I] begin I+ + ; /* Shortcutting */ 1) (Vv)[v € V] cobegin old-parent -^ parent[v]; parent[v] -^ parent[parent[v]]; if (old-parent # parent[v]) age[parent[v]] - I; coend /* Ordered Hooking */ 2) (V(x, y))[(x, y) e E] cobegin If parent[x] = parent[parent[x]] /* x points to a root */ and parentfx]
What to read after Connected Component Labeling in Image Processing With Mimd Architectures?
You can find similar books in the "Read Also" column, or choose other free books by Robert a Hummel to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
At intennediate stages of the algorithm, the trees in the pointer graph can be classified as live, stagnant, and dead. A live tree has been shortcut or hooked in the current iteration, A stagnant tree has not been shortcut or hooked in the current iteration. A dead tree has not been shortcut or hooked in the previous iteration.
In the algorithm that follows, each vertex is assigned an age value, which is used to determine when trees are stagnant or dead. Further, we assume that each vertex v is... denoted by a distinct integer. Thus if v is the integer value for a vertex, parent[v] is the integer value of v's parent vertex, and age[v] is the integer value of the lalst iteration in which v was shortcut or hooked.
Page 6 /* initialize */ 0) (Vv)[v e V] cobegin parent[v] - v; age[v] - 0; coend I-O; While (3v)[age[v] = I] begin I+ + ; /* Shortcutting */ 1) (Vv)[v € V] cobegin old-parent -^ parent[v]; parent[v] -^ parent[parent[v]]; if (old-parent # parent[v]) age[parent[v]] - I; coend /* Ordered Hooking */ 2) (V(x, y))[(x, y) e E] cobegin If parent[x] = parent[parent[x]] /* x points to a root */ and parentfx]
What to read after Connected Component Labeling in Image Processing With Mimd Architectures?
You can find similar books in the "Read Also" column, or choose other free books by Robert a Hummel to read onlineMoreLess
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