Steven Evans edited Hypotheses_Upon_executing_the_analysis__.md  about 8 years ago

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\[A=\bigcup_{i=0}^{j}F_i\]  If function \(f\) was called by function \(g\), then:  \[A'=[ \bigcup_{i=j+1}^{n}F_i ] \cup G\]  Otherwise \(G\) would just be the empty set.  (1) follows from the fact that sets of system calls for each basic block \(F_i\) form their containing function \(f\). Then