Scrutineer: Integrating Fault Localisation with Property-Based Testing¶
Unlike most of the tools I’m writing about here, Scrutineer does not yet exist. However I find the idea promising enough that an investigation of why it didn’t work would also be compelling.
Software testing tools aim to help people find bugs, and having found bugs - to understand and then fix them. Property-based testing traditionally approaches these goals by generating random inputs to a user-provided test function, and shrinking any failures to a minimal reproducing example. Simple examples are valuable aid for debugging, but the emphasis remains on bug discovery.
Fault localisation (FL) tools recommend where to look for the causes of a known bug, based on the difference in program behaviour between passing and failing tests. Previous work shares three fundamental challenges which are mitigated by combining fault localisation with property-based testing rather than a hand-written test suite:
We ensure that passing and failing program behaviours are related by comparing test inputs rather than test functions, localising the cause of a particular test failure rather than a speculated bug in the program. This returns responsibility for interpretation to the user, is more precise, and admits the possibility of fixing the test harness rather than the program.
If there are several distinct bugs in the program, instead of conflating their causes we localise each separately using Hypothesis’ usual distinction by exception type and location. This heuristic works well in practice, and when it draws too-fine distinctions fault localisation can identify a shared cause for “multiple” failures.
We argue that integration with property-based testing and opportunistic reporting provide a substantially better user experience than previous work focussed on standalone fault-localisation tools, and that these benefits further our ultimate goals of helping people to find, understand, and fix more bugs.
We further argue that the statistical tools of causal inference provide a sound basis for analysis and comparison of fault localisation tools.
This section essentially expands on the abstract.
intro to PBT and Hypothesis, generalising/abstracting failures
intro to FL and prior art
motivation / problem statement
what do users expect from FL? [KXLL16] is a nice user-survey paper; I find the question framing as useful as the actual (I take as indicative) results.
AURORA [BSchlogelA+20] is pretty close to my goal for Scrutineer; it uses AFL to explore a crashing region where we use (and integrate with) Hypothesis. I doubt that the sheer volume of predicates that it uses will be practical in higher level contexts than native binary executables though.
[Zel02] is also very useful - real causal information by intervening on program states, and chaining that backwards to get real explanations in terms of a sequence of necessary and sufficient causes.
ALHAZEN, in [KHSZ20] (also featuring Zeller), uses a grammar to learn decision-tree features which predict failure. This looks to me like correlation-based generalisation rather than something properly causal, but the techniques involved in dynamic exploration could be useful.
note that other recent work has investigated generalisation/abstraction, but it’s not seen anything like the success of FL. See https://github.com/HypothesisWorks/hypothesis/issues/2192
The problem is that we have some program, and can generate a large number of traces (paths through the control-flow graph, which is directed but may have cycles) with their labels (OK, failed with error1, failed with error2, …). It’s easy to tell that each trace is sufficient to trigger whichever bug; but the goal is to determine which part of the trace is necessary so that the bug can be more easily fixed.
In this framing I ignore program state, treating it as a latent variable that may change and/or be observed at each node. This gives us a tractable probabilistic problem rather than an intractably large deterministic problem.
Because traces can be very long, we usually summarise them as the number of times each each edge in the graph was visited, or even just the set of edges visited at least once. This is both useful for performance, and allows us to directly report to the user which lines are involved without complicated qualifiers about prior execution paths.
Precise problem framing is really important - I suspect that Judea Pearl’s work on causal inference provides a good theoretical grounding to understand both when and why fault localisation works. Prior work in this space has criticised correlation-only tools, but not explicitly drawn from the “ladder of causation”.
https://github.com/hchasestevens/fault-localization is a current tool for Python - simply comparing the number of times each line of code was executed by passing and failing tests; and flagging those disproportionally executed by failing tests as suspicious. This is the most basic approach in the literature; while it sometimes works nobody finds it reliable.
I claim that this is precisely because such tools are providing a correlation, but users want a causal finding: “changing this line would make test failure less likely”. Unfortunately this is a counterfactual claim, which we do not have grounds to make without interventional study - and our interventions are on inputs, not the code which processes them.
A very simple approach is to consider the set of lines which are always run for failing inputs, never run for passing inputs, and then select only those which can be reached from the start of the control-flow graph without passing through another such line. I have most of a prototype for this approach; the main downside is that it often reports an empty set where more nuanced approaches need not.
Naively you could compare the probabilities of visiting each edge in the graph conditional on the trace label, and then guess that the divergences closest to the start node are the source of the bug… but the traces for each label are drawn from different distributions, so the naive approach would yield many false-positives.
A related paper on the ‘inflection point hypothesis’ [ZRL+19] suggests that we model program execution as a linear sequence of instructions; and then by comparing our failing trace to the passing trace with the longest common prefix, that point of divergence is the root cause of failure. False-positives are obviously possible; this approach relies on successfully searching for very similar passing traces. Note that the main difference from the above is that ‘inflection points’ rely on non-aggregated execution paths.
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