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sav08:chaotic_iteration_in_abstract_interpretation [2008/05/20 13:32]
vkuncak
sav08:chaotic_iteration_in_abstract_interpretation [2008/05/20 19:34]
vkuncak
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-====== Chaotic Iteration in Abstract Interpretation ======+====== Chaotic Iteration in Abstract Interpretation: How to compute the fixpoint? ​======
  
 In [[Abstract Interpretation Recipe]], note that if the set of program points is $p'​_1,​\ldots,​p'​_n$,​ then we are solving the system of eqautions in $n$ variables $g_1,​\ldots,​g_n$ In [[Abstract Interpretation Recipe]], note that if the set of program points is $p'​_1,​\ldots,​p'​_n$,​ then we are solving the system of eqautions in $n$ variables $g_1,​\ldots,​g_n$
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 Strongly connected component (SCC) of a directed graph: path between each two nodes of component. Strongly connected component (SCC) of a directed graph: path between each two nodes of component.
   * compute until fixpoint within each SCC   * compute until fixpoint within each SCC
 +
 +If we generate control-flow graph from our simple language, what do strongly connected components correspond to?
  
 ===== References ===== ===== References =====