FIR CFA: properly visit subgraphs in checkers
Interpretation: a graph A is a subgraph of B if information available at nodes of A depends on the paths taken in B. For example, local classes are subgraphs of a graph in which they are declared, and members of those classes are subgraphs of the local class itself - because these members can reference captured values. Consequences: * if graph G is a subgraph of node N, then G is a subgraph of N's owner; * `ControlFlowAnalysisDiagnosticComponent` will only visit root graphs; * `graph.traverse` will ignore subgraph boundaries, as if all subgraphs are inlined into one huge root graph; * if a control flow checker needs information from a declaration to which a graph is attached, it must look at subgraphs explicitly. For example, consider the `callsInPlace` checker. When a function has a `callsInPlace` contract and a local declaration, the checker must visit that local declaration to ensure it does not capture the allegedly called-in-place argument - hence `graph.traverse` will look at the nodes. However, the local declaration can also be a function with its own `callsInPlace` contracts, so the checker should also run for it in isolation. If that sounds quadratic, that's because unfortunately it is.
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Vendored
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-10
@@ -29,25 +29,24 @@ digraph functionCallBound_kt {
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6 -> {7};
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subgraph cluster_3 {
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color=red
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8 [label="Enter property" style="filled" fillcolor=red];
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9 [label="Access variable R|<local>/data|"];
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10 [label="Exit property" style="filled" fillcolor=red];
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}
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8 -> {9};
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9 -> {10};
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10 -> {13} [color=green];
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subgraph cluster_4 {
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color=red
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11 [label="Enter class Sub" style="filled" fillcolor=red];
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12 [label="Part of class initialization"];
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subgraph cluster_4 {
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color=blue
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8 [label="Enter property" style="filled" fillcolor=red];
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9 [label="Access variable R|<local>/data|"];
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10 [label="Exit property" style="filled" fillcolor=red];
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}
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13 [label="Exit class Sub" style="filled" fillcolor=red];
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}
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11 -> {12} [color=green];
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12 -> {8} [color=green];
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12 -> {13} [style=dotted];
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12 -> {8} [style=dashed];
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8 -> {9};
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9 -> {10};
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10 -> {13} [color=green];
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subgraph cluster_5 {
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color=red
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