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When you ve made a document active, either by using the activate object command as described in the previous section or by another means (for example, by creating a new document), that document is the active document You can then access it by using the active document class in Word

Figure 99 shows an example in which the graph has 16 nodes, all edge weights are 0 or 1, and the optimal solution has cost 0 Removing the restriction on the sizes of A and B 281

For a single application, for example, it s not uncommon to see base tables in one schema, code in another schema, and metadata or summary data in a third schema Isolating these might allow procedural code updates to the code schema to be done without significant (if any) impact on the other schemas Likewise, building new summary data structures would have little impact on the procedural and data schemas And, finally, backups may be more frequently done on the data schema as the data probably changes more often than do the procedural and code structures It s not our intent here to illustrate all the possible ways or possible reasons (barring the security reason) to separate objects into different schemas Architecture and application design and implementation is as much an art as it is a science The important point conveyed here is not so much stating the laws on how to organize schemas, but that you should apply a functional and logical organization to your schemas

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There s only one active document at a time in Word The active document class makes it easy to manipulate the document the user was working with, but you need to be careful because the active document can change during the course of a script Obviously, if you deliberately activate another document, that document becomes the active document but so does a new document you create or a document you open Similarly, if you close the active document, the next document behind it becomes active

Figure 99 An instance of GRAPH PARTITIONING, with the optimal partition for = 1/2 Vertices on one side of the cut are shaded

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would give the MINIMUM CUT problem, which we know to be ef ciently solvable using ow techniques The present variant, however, is NP-hard In designing a local search algorithm, it will be a big convenience to focus on the special case = 1/2, in which A and B are forced to contain exactly half the vertices The apparent loss of generality is purely cosmetic, as GRAPH PARTITIONING reduces to this particular case We need to decide upon a neighborhood structure for our problem, and there is one obvious way to do this Let (A, B), with |A| = |B|, be a candidate solution; we will de ne its neighbors to be all solutions obtainable by swapping one pair of vertices across the cut, that is, all solutions of the form (A {a} + {b}, B {b} + {a}) where a A and b B Here s an example of a local move:

To close a document, use the close command with the document s name or a variable or object identifying it For example, the following statement closes the document named New Documentdoc:

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