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In the rst case, the Branch relation is stored at Site 2 and it is not fragmented or replicated In the second case, the Branch relation is replicated and there are two copies of it, one at Site 2 and one at Site 3 In the third case, the Branch relation is fragmented horizontally with one fragment stored at Site 2 and another at Site 3 Case 1: The Branch relation is stored entirely at Site 2 In this case, since the Branch relation is not fragmented or replicated, the global query is mapped directly to a local query that must run at Site 2 The results of the select operation need to be sent back to Site 1 to be displayed to the user To run the query at Site 2, Site 1 sends a message to Site 2 passing the SL expression to it.



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We will assume that the SL command takes one message to send The number of messages required to return the results to Site 1 depends on how many tuples of the Branch relation qualify For simplicity, we assume that each row of the relation takes one message to be sent Therefore, the results require N messages if there are N tuples that are returned from the select This alternative requires N + 1 messages Case 2: The Branch relation is replicated with copies stored at Site 2 and Site 3 In this case, since Branch is replicated but not fragmented, the global query still maps to a single site local query Since there are two copies of the relation in the system, the global optimizer will have to decide where it is best to run the query.





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In each step the two sets having the smallest probability are merged, until all alternatives are contained in a single set For our simple example the resulting question scheme is shown on the bottom right in Figure 712 (Huffman coding) We actually obtained a better question scheme, because with it we need only 3P(s1 ) + 3P(s2 ) + 3P(s3 ) + 3P(s4 ) + 1P(s5 ) = 220 questions on average (compared to 225 for the Shannon Fano scheme) [Huffman 1952] showed that his method is optimal if we have to identify the obtaining alternative in a single instance If, however, we are concerned with a sequence of (independent) situations, for each of which the set of alternatives and their respective probabilities are the same, even this fairly sophisticated method can be improved upon.

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In either case, the number of messages to run the command at the remote site and send the results back is N + 1 the same as Case 1 In this case, the optimizer has to consider factors such as the local processing speed of each server as well as the communication link.

The idea is to process this sequence not instance by instance, applying Huffman s scheme in each case, but to combine two or more consecutive instances and to ask directly for the combination of alternatives obtaining in such a subsequence Although the question tree is enlarged by this procedure, the expected number of questions per identification is reduced The reason is that with each interrogation the obtaining alternative is determined not only for one, but for several situations, and it is further reduced, the more situations are considered in combination However, the expected number of questions cannot be made arbitrarily small As [Shannon 1948] showed for the general case, there is an ultimate lower bound for the expected number of questions This lower bound is the Shannon entropy, which is 215 questions for the simple example.

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