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to vertex and is initially at S If v is the vertex that the eyeball is currently on, then, for all w that are adjacent to v, we set D, = D, + 1 if D, = co This reflects the fact that we can get to w by following a path to v and extending the path by the edge (v, w)-again, illustrated in Figure 152 1 So we update vertices w as they are seen from the vantage point of the eyeball Because the eyeball processes each vertex in order of its distance from the starting vertex and the edge adds exactly 1 to the length of the path to w, we are guaranteed that the first time D, is lowered from w, it is lowered to the value of the length of the shortest path to w These actions also tell us that the next-to-last vertex on the path to w is v, so one extra line of code allows us to store the actual path After we have processed all of v's adjacent vertices, we move the eyeball to another vertex u (that has not been visited by the eyeball) such that D, = D, If that is not possible, we move to a u that satisfies D, = D, + 1 If that is not possible, we are done Figure 1522 shows how the eyeball visits vertices and updates distances The lightly shaded node at each stage represents the position of the eyeball In this picture and those that follow, the stages are shown top to bottom, left-to-right The remaining detail is the data structure, and there are two basic actions to take First, we repeatedly have to find the vertex at which to place the eyeball Second, we need to check all w's adjacent to v (the current vertex) throughout the algorithm The second action is easily implemented by iterating through v's adjacency list Indeed, as each edge is processed only once, the total cost of all the iterations is O(1EI) The first action is more challenging: We cannot simply scan through the graph table (see Figure 154) looking for an appropriate vertex because each scan could take O(I V() time I and we need to perform it I V times Thus the total cost would be O(I VI2), which is unacceptable for sparse graphs Fortunately, this technique is not needed. generate code 128 barcode in excel free Using the Barcode Font in Microsoft Excel (Spreadsheet)
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Use spreadsheet formulas to create barcodes in Microsoft Excel . Download Trial Buy ... Create dynamic Code 128 barcodes with the help of included formulas. -- - - - u 2 (X'X) -I( X'X)( X'X)-I u 2 ( X' X) 1 The calculation now proceeds along the lines of that for e - J.L - scattering in Section 6.3, except for the replacement of ylL by yIL(l - y5). Squaring (12.56), summing over the final-state spins, and averaging over the two spin states of the Figure 1522 Searching the graph in the unweighted shortest-path computation The darkest-shaded vertices have already been completely processed, the lightest-shadedvertices have not yet been used as v, and the medium-shadedvertex is the current vertex, v The stages proceed left to right, top to bottom, as numbered When a vertex has its distance lowered (which can happen only once), it is placed on the queue so that the eyeball can visit it in the future The starting vertex is placed on the queue when its distance is initialized to zero how to generate qr code in asp.net using c#, crystal reports ean 128, pdf to image convert in c#, vb.net ean 13, asp.net pdf editor, birt data matrix code 128 in excel CODE 128
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27 Feb 2014 ... Creating a Code128 barcode isn't as simple as just using a special font. .... That add-in will be available on any excel file you open on your ... When a vertex w has its D, lowered from co,it becomes a candidate for an eyeball visitation at some point in the future That is, after the eyeball visits vertices in the current distance group D,, it visits the next distance group D,, + 1 which is the group containing w Thus MI just needs to wait in line for its turn Also, as it clearly does not need to go before any other vertices that have already had their distances lowered, kv needs to be placed at the end of a queue of vertices waiting for an eyeball visitation To select a vertex v for the eyeball, we merely choose the front vertex from the queue We start with an empty queue and then we enqueue the starting vertex S A vertex is enqueued and dequeued at most once per shortestpath calculation and queue operations are constant time, so the cost of choosing the vertex to select is only O(I V I ) for the entire algorithm Thus the cost of the breadth-first search is dominated by the scans of the adjacency list and is O ( I E l ) ,or linear, in the size of the graph code 128 excel Create Barcodes With (Or Without) Excel VBA
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