Two Approaches to Interprocedural Data Flow Analysis
Two Approaches to Interprocedural Data Flow Analysis
Micha Sharir
The book Two Approaches to Interprocedural Data Flow Analysis was written by author Micha Sharir Here you can read free online of Two Approaches to Interprocedural Data Flow Analysis book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is Two Approaches to Interprocedural Data Flow Analysis a good or bad book?
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n n Proof : (VJhich is quite similar to the proof of an analagous theorem of Kildall for a bounded semilattice [KI]): (a) Let n c N* and p = (r, ,3- / . • - » s, ,n) e path ^(r, n). By (4. 1) we have X* (x* ) ^3 ^^2'^3^ ^2 X* y* for all i > 0, n G N* . N — ■' n — Indeed, let i=0. If np^r, then x*^^' = ^* > y* . On the other hand. In — ■'n the null execution path p- e path_^ (r, ,r, ), so that y* 0. Then x* ' = x* ' > y*, and for each ^1 ^1 - ^1 n c N* - {r, } we have x n *(i+l) = A f* (x*^^^ ...> A f* (V*) by the induction hypothesis. We now need the following Lemma 4.
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