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This is possible because the compiler is taking advantage of having full control of register allocation in both the caller and the callee Judging by the number of bytes passed on the stack (8 from looking at the RET instruction), and by the fact that EDI is being used without ever being initialized, we can safely assume that this function takes three parameters Their order is unknown to us because of that register, but judging from the previous functions we can safely assume that the root data structure is always passed as the first parameter As I said, RtlInsertElementGenericTable loads EDI with the value of the first parameter passed on to it, so we pretty much know that EDI contains our root data structure Let s now proceed to examine the first lines of the actual body of this function..

In this snippet, you can quickly see that EDI is being treated as a pointer to something, which supports the assumption about its being the table data structure. In this case, the first member (offset +0) is being tested for zero (remember that you re reversing the conditions), and the function jumps to ntdll .7C924E8C if that condition is satisfied.

In summary, de ning the constraint as before and minimizing the distance expressed by either Equation (16.50) or Equation (16.51) results in the correlated version of the Hasofer Lind analysis.

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You might have noticed an interesting fact: the address ntdll7C924E8C is far away from the address of the current code you re looking at! In fact, that code was not even included in Listing 56 it resides in an entirely separate region in the executable file How can that be why would a function be scattered throughout the module like that The reason this is done has to do with some Windows memory management issues Remember we talked about working sets in 3 While building executable modules, one of the primary concerns is to arrange the module in a way that would allow the module to consume as little physical memory as possible while it is loaded into memory.

17

Shinozuka (1983) proposed another approach, which Ang and Tang (1990) also describe. The correlation matrix K has n positive eigenvalues, designated i . For each eigenvalue there is a normalized eigenvector, designated i . The matrix of the eigenvectors is = 1 2 n From linear algebra we know that is orthonormal; that is

Because Windows only allocates physical memory to areas that are in active use, this module (and pretty much every other component in Windows) is arranged in a special layout where popular code sections are placed at the beginning of the module, while more esoteric code sequences that are rarely executed are pushed toward the end This process is called working-set tuning, and is discussed in detail in Appendix A For now just try to think of what you can learn from the fact that this conditional block has been relocated and sent to a higher memory address It most likely means that this conditional block is rarely executed! Granted, there are various reasons why a certain conditional block would rarely be executed, but there is one primary explanation that is probably true for 90 percent of such conditional blocks: the block implements some sort of error-handling code.

Error-handling code is a typical case in which conditional statements are created that are rarely, if ever, actually executed Let s now proceed to examine the code at ntdll7C924E8C and see if it is indeed an error-handling statement..

(16.52)

As expected, all this sequence does is set EAX to zero and jump back to the function s epilogue. Again, this is not definite, but all evidence indicates that this is an error condition. At this point, you can proceed to the code that follows the conditional statement at ntdll.7C92148B, which is clearly the body of the function.

The body of RtlLocateNodeGenericTable performs a somewhat unusual function call that appears to be the focal point of this entire function. Let s take a look at that code.

(16.53)

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