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This is more clearly seen for small and moderate -values where these two costs are comparable On the other hand, for large -values, migration cost is less important relative to communication cost, and the problem essentially reduces to minimizing the communication cost alone Therefore, in such cases, Z-repart and M-repart behave similarly to partitioners using scratch methods Similar arguments hold when comparing Z-repart against scratch remap repartitioning methods Since minimization of migration cost is ignored in Z-scratch and M-scratch, migration cost gets extremely large and dominates the total cost as gets smaller Total cost with Z-scratch and M-scratch is comparable to Z-repart only when is greater than 100, where communication cost starts to dominate Z-repart still performs as well as the scratch methods in this range to minimize the total cost.

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In Z-re ne, the communication volume is attempted to be minimized with relatively fewer vertex movements due to the constrained initial partition Therefore, the cut quality of Z-re ne is lower than the other partitioners, resulting in a relatively higher total cost for large -values On the other hand, it produces lower migration costs compared to scratch methods for small -values However, Z-re ne is outperformed by Z-repart in all of our test cases As the number of parts (processors) increases, there is a noticeable increase in migration cost relative to communication cost when using M-repart On the other hand, with Z-repart, the increase in migration cost is smaller at the expense of a modest increase in communication cost This shows that Z-repart achieves a better balance between communication and migration costs, and, consequently, results in a smaller total cost than M-repart with increasing number of parts.

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This suggests that in addition to minimization of the total cost, Z-repart is superior to M-repart in terms of scalability of the solution quality Runtimes of the tested partitioners normalized by that of Z-repart while changing the data s structure are given in Figures 1514 1518 Results for changing vertex weights and sizes are omitted here as they were similar to the ones presented We observed three different runtime pro les in our test cases The rst one is shown in Figure 1514, where multilevel hypergraph-based methods, Z-repart and Z-scratch,.

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If your computer doesn t show filename extensions for BAK and AC$ drawings, open Windows Explorer and choose Tools Folder Options. Click the File Types tab. Choose BAK from the list of extensions. Then click the Advanced button and check the Always Show Extension check box. Click OK. Do the same for the AC$ extension. Click Close.

In the gure, there is a private network12 with a network address of 19216810, and on that network is a router with NAT capability of taking packets from a device on the 19216810 network and routing them out to the Internet A user workstation at 192168128 wants to access a web page from a web server over the Internet at 382143710 Since the NAT router is the default gateway for the 19216810 network, all traf c that is not destined for the local LAN is sent to it The user workstation in its TCP/IP settings has the default gateway address of 19216811, which is the NAT router s local network interface The user workstation sends a request packet with a destination address of 3821437.

10 with its own address of 192168128 in the Source Address eld Since the destination address is not on the local LAN, it is sent to the default gateway at 19216811 The NAT router accepts the packet from the workstation at 192168128 and determines that it is destined to another network device over the Internet The router replaces the user workstation s IP address with its own public interface13 address in the Source Address eld of the packet After the address is replaced, it computes a new checksum for the header and inserts it into the checksum eld before sending the packet out its public interface at 741231733 The packet is routed over the Internet and arrives at the RANDOM BONUS DEFINITION web server residing at the public IP address of 382143710.

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