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Page 253: The fund became so eager to do so. Dunbar, Inventing Money, 178. Page 254: Precisely because of its newfound role. Ibid., 181. Page 254: It has been estimated that for every. Ibid., 212. Page 254: In all, LTCM s equity index volatility. Ibid., 224. Page 255: Armed with a computer presentation, core LTCM. Ibid., 235. Page 257: At least one. Michael Lewis, The Memoir of a Wall Street Winner and Squash Champion, New York Times, March 23. 1997.

Costs associated with research and analysis are substantial.

this sequence differentiates the behaviors of these two versions But this SRsequence is a valid, infeasible SR-sequence of boundedBuffer1 that cannot be exercised when nondeterministic testing is applied to boundedBuffer1 in line (3) Example 2 Assume that the program under test is boundedBuffer2, which correctly allows at most two consecutive deposit operations A possible mutant of this program is boundedBuffer3 , representing the mutation shown in Listing 77 Mutant boundedBuffer3 is distinguished by an SR-sequence that exercises three consecutive deposits But this SR-sequence is an invalid, infeasible SYN-sequence of boundedBuffer2 that cannot be exercised when nondeterministic testing is applied to boundedBuffer2 in line (3) These examples suggest that upon reaching a steady mutation score, we should select IN SYN test cases and apply deterministic testing (DT) to CP in line (3) in order to distinguish more mutants.

5.41 4.76 4.35 4.07 3.86

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As Examples 1 and 2 showed, the SYNsequences selected for deterministic testing may need to be infeasible for CP Also, both valid and invalid SYN-sequences should be selected A phase two test procedure using selected IN SYN test cases in line (3) is shown in Fig 712 We now describe the results of applying deterministic mutation testing to the correct version of the bounded buffer program, denoted as boundedBuffer2 The boundedBuffer thread was mutated manually using the mutation operators of the Mothra mutation system [King and Offutt 1991] (Statements that involved accesses to the buffer or to the buffer indices in and out were not mutated) Since Mothra was developed for Fortran 77, a few of the mutations were not applicable or they needed to be modi ed slightly for our program For example, some of the mutations resulted in errors that were caught by the compiler.

Note that just like the other context methods, the sub context does not need to be the direct child of the context you are requesting to make the changes. As the previous example shows, you can create a sub context some levels down from the root context. Deleting an item To delete an item from the directory service you use a process that is just the opposite of the process for adding one. Instead of creating a new sub context, you destroy an old one. The act of destruction removes that context and all of the child contexts that it contains. A simple way to delete the entire database is to have 188

The result was a set of 95 mutants Since 14 of the mutations resulted in mutants that were equivalent to boundedBuffer2, this left 81 live mutants The DMT testing procedures in Figs 711 and 712 were applied to boundedBuffer2 and the 81 mutant programs: In phase one we used nondeterministic testing to generate SR-sequences of boundedBuffer2 Random delays were inserted into boundedBuffer2 to increase the chances of exercising different SR-sequences during nondeterministic testing The mutation score leveled off at 71% At this point, all four valid and feasible sequences of deposit (D) and withdraw (W) events had been exercised:.

Figure 8.9c Different ways of parameter passing option III (from Tao, W. and Majumdar, S. (2002) Application Level Performance Optimizations for CORBA-Based Systems. Proceedings of the International Workshop on Software and Performance (WOSP 02), Rome, Italy, July 2002.)

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