Peer Reviewed Publications


Technical Reports

Mathis, Gopinath, Mera, Kampmann, Höschele, Zeller: Parser Directed Fuzzing PLDI, 2019

To be effective, software test generation needs to well cover the space of possible inputs. Traditional fuzzing generates large numbers of random inputs, which however are unlikely to contain keywords and other specific inputs of non-trivial input languages. Constraint-based test generation solves conditions of paths leading to uncovered code, but fails on programs with complex input conditions because of path explosion.

In this paper, we present a test generation technique specifically directed at input parsers. We systematically produce inputs for the parser and track comparisons made; after every rejection, we satisfy the comparisons leading to rejection. This approach effectively covers the input space: Evaluated on five subjects, from CSV files to JavaScript, our pFuzzer prototype covers more tokens than both random-based and constraint-based approaches, while requiring no symbolic analysis and far fewer tests than random fuzzers.

This is an expansion of our TR.

Gopinath, Mathis, Hoschele, Kampmann, Zeller: Sample-Free Learning of Input Grammars for Comprehensive Software Fuzzing 2018

Quality of software test suites can be effectively and accurately measured using mutation analysis. Traditional mutation involves seeding first and sometimes higher order faults into the program, and evaluating each for detection. However, traditional mutants are often heavily redundant, and it is often desirable to produce the complete matrix of test cases vs mutants detected by each. Unfortunately, even the traditional mutation analysis has a heavy computational footprint due to the requirement of independent evaluation of each mutant by the complete test suite, and consequently the cost of evaluation of complete kill matrix is exorbitant.

We present a novel approach of combinatorial evaluation of multiple mutants at the same time that can generate the complete mutant kill matrix with lower computational requirements.

Our approach also has the potential to reduce the cost of execution of traditional mutation analysis especially for test suites with weak oracles such as machine-generated test suites, while at the same time liable to only a linear increase in the time taken for mutation analysis in the worst case.

Gopinath, Mathis, Zeller: If You Can’t Kill a Supermutant, You Have a Problem ICSTW Mutation, 2018

Quality of software test suites can be effectively and accurately measured using mutation analysis. Traditional mutation involves seeding first and sometimes higher order faults into the program, and evaluating each for detection. However, traditional mutants are often heavily redundant, and it is often desirable to produce the complete matrix of test cases vs mutants detected by each. Unfortunately, even the traditional mutation analysis has a heavy computational footprint due to the requirement of independent evaluation of each mutant by the complete test suite, and consequently the cost of evaluation of complete kill matrix is exorbitant.

We present a novel approach of combinatorial evaluation of multiple mutants at the same time that can generate the complete mutant kill matrix with lower computational requirements.

Our approach also has the potential to reduce the cost of execution of traditional mutation analysis especially for test suites with weak oracles such as machine-generated test suites, while at the same time liable to only a linear increase in the time taken for mutation analysis in the worst case.

Christi, Groce, Gopinath: Resource Adaptation via Test-Based Software Minimization SASO, 2017

Building software systems that adapt to changing resource environments is challenging: developers cannot anticipate all future situations that a software system may face, and even if they could, the effort required to handle such situations would often be too onerous for practical purposes. We propose a novel approach to allow a system to generate resource usage adaptations: use delta-debugging to generate versions of software systems that are reduced in size because they no longer have to satisfy all tests in the software’s test suite. Many such variations will, while retaining core system functionality, use fewer resources. We describe an tool for computing such adaptations, based on our notion that labeled subsets of a test suite can be used to conveniently describe possible relaxations of system specifications. Using the NetBeans IDE, we demonstrate that even without additional infrastructure or heuristics, our approach is capable of quickly and cleanly removing a program’s undo functionality, significantly reducing its memory use, with no more effort than simply labeling three test cases as undo-related.

Gopinath: On the Limits of Mutation Analysis Ph.D. Thesis , 2017

Mutation analysis is the gold standard for evaluating test-suite adequacy. It involves exhaustive seeding of all small faults in a program and evaluating the effectiveness of test suites in detecting these faults. Mutation analysis subsumes numerous structural coverage criteria, approximates fault detection capability of test suites, and the faults produced by mutation have been shown to be similar to the real faults. This dissertation looks at the effectiveness of mutation analysis in terms of its ability to evaluate the quality of test suites, and how well the mutants generated emulate real faults. The effectiveness of mutation analysis hinges on its two fundamental hypotheses: The competent programmer hypothesis, and the coupling effect. The competent programmer hypothesis provides the model for the kinds of faults that mutation operators emulate, and the coupling effect provides guarantees on the ratio of faults prevented by a test suite that detects all simple faults to the complete set of possible faults. These foundational hypotheses determine the limits of mutation analysis in terms of the faults that can be prevented by a mutation adequate test suite. Hence, it is important to understand what factors affect these assumptions, what kinds of faults escape mutation analysis, and what impact interference between faults (coupling and masking) have. A secondary concern is the computational footprint of mutation analysis. Mutation analysis requires the evaluation of numerous mutants, each of which potentially requires complete test runs to evaluate. Numerous heuristic methods exist to reduce the number of mutants that need to be evaluated. However, we do not know the effect of these heuristics on the quality of mutants thus selected. Similarly, whether the possible improvement in representation using these heuristics are subject to any limits have also not been studied in detail. Our research investigates these fundamental questions in mutation analysis both empirically and theoretically. We show that while a majority of faults are indeed small, and hence within a finite neighborhood of the correct version, their size is larger than typical mutation operators. We show that strong interactions between simple faults can produce complex faults that are semantically unrelated to the component faults, and hence escape first order mutation analysis. We further validate the coupling effect for a large number of real-world faults, provide theoretical support for fault coupling, and evaluate its theoretical and empirical limits. Finally, we investigate the limits of heuristic mutation reduction strategies in comparison with random sampling in representativeness and find that they provide at most limited improvement. These investigations underscore the importance of research into new mutation operators and show that the potential benefit far outweighs the perceived drawbacks in terms of computational cost.

Gopinath, Ahmed, Alipour, Jensen, Groce: Mutation Reduction Strategies Considered Harmful IEEE Transactions on Reliability, 2017

Mutation analysis is a well-known yet unfortunately costly method for measuring test suite quality. Researchers have proposed numerous mutation reduction strategies in order to reduce the high cost of mutation analysis, while preserving the representativeness of the original set of mutants.

As mutation reduction is an area of active research, it is important to understand the limits of possible improvements. We theoretically and empirically investigate the limits of improvement in effectiveness from using mutation reduction strategies compared to random sampling. Using real-world open source programs as subjects, we find an absolute limit in improvement of effectiveness over random sampling - 13.078%.

Given our findings with respect to absolute limits, one may ask: how effective are the extant mutation reduction strategies? We evaluate the effectiveness of multiple mutation reduction strategies in comparison to random sampling. We find that none of the mutation reduction strategies evaluated – many forms of operator selection, and stratified sampling (on operators or program elements) – produced an effectiveness advantage larger than 5% in comparison with random sampling.

Given the poor performance of mutation selection strategies — they may have a negligible advantage at best, and often perform worse than random sampling – we caution practicing testers against applying mutation reduction strategies without adequate justification.

Gopinath, Walkingshaw: How Good are Your Types? Using Mutation Analysis to Evaluate the Effectiveness of Type Annotations ICSTW Mutation, 2017

Software engineers primarily use two orthogonal means to reduce susceptibility to faults: software testing and static type checking. While many strategies exist to evaluate the effectiveness of a test suite in catching bugs, there are few that evaluate the effectiveness of type annotations in a program. This problem is most relevant in the context of gradual or optional typing, where programmers are free to choose which parts of a program to annotate and in what detail. Mutation analysis is one strategy that has proven useful for measuring test suite effectiveness by emulating potential software faults. We propose that mutation analysis can be used to evaluate the effectiveness of type annotations too. We analyze mutants produced by the MutPy mutation framework against both a test suite and against type-annotated programs. We show that, while mutation analysis can be useful for evaluating the effectiveness of type annotations, we require stronger mutation operators that target type information in programs to be an effective mutation analysis tool.

Gopinath, Jensen, Groce: The Theory of Composite Faults ICST, 2017

Fault masking happens when the effect of one fault serves to mask that of another fault for particular test inputs. The coupling effect is relied upon by testing practitioners to ensure that fault masking is rare. It states that complex faults are coupled to simple faults in such a way that a test data set that detects all simple faults in a program will detect a high percentage of the complex faults..

While this effect has been empirically evaluated, our theoretical understanding of the coupling effect is as yet incomplete. Wah proposed a theory of the coupling effect on finite bijective (or near bijective) functions with the same domain and co-domain, and assuming uniform distribution for candidate functions. This model however, was criticized as being too simple to model real systems, as it did not account for differing domain and co-domain in real programs, or for syntactic neighborhood. We propose a new theory of fault coupling for general functions (with certain constraints). We show that there are two kinds of fault interactions, of which only the weak interaction can be modeled by the theory of the coupling effect. The strong interaction can produce faults that are semantically different from the original faults. These faults should hence be considered as independent atomic faults. Our analysis show that the theory holds even when the effect of syntactical neighborhood of the program is considered. We analyze numerous real-world programs with real faults to validate our hypothesis.

  • Updates to Impact of Syntax.

Let us call the original input $h$, $g(i_0) = j_0$, and the changed value $g_a(i_0) = j_a$. Similarly, let $f(i_0) = k_0$, $f_a(i_0) = k_a$, $f_b(i_0)=k_b$, and $f_{ab}(i_0) = k_{ab}$. Given two inputs $i_0$, and $i_1$ for a function $f$, we call $i_0$, and $i_1$ semantically close if their execution paths in f follow equivalent profiles, e.g taking the same branches and conditionals. We call $i_0$ and $i_1$ semantically far in terms of f if their execution profiles are different.

Consider the possibility of masking the output of $g_a$ by $h_b$ ($h_{b’}$ in Figure 3)). We already know that $h(j_a) = k_a$ was detected. That is, we know that $j_a$ was sufficiently different from $j_0$, that it propagated through $h$ to be caught by a test case. Say $j_a$ was semantically far from $j_0$, and the difference (i.e the skipped part) contained the fault $\hat{b}$. In that case, the fault $\hat{b}$ would not have been executed, and since $k_{ab} = k_a$, it will always be detected.

On the other hand, say $j_a$ was semantically close to $j_0$ in terms of $g$ and the fault $\hat{b}$ was executed. There are again three possibilities. The first is that $\hat{b}$ had no impact, in which case the analysis is the same as before. The second is that $\hat{b}$ caused a change in the output. It is possible that the execution of $\hat{b}$ could be problematic enough to always cause an error, in which case we have $k_{ab} = k_b$ (error), and detection. Thus masking requires $k_{ab}$ to be equal to $k_0$.

Even if we assume that the function $h_b$ is close syntactically to $h$, and that this implies semantic closeness of functions $h$ and $h_b$, we expect the value $k_{ab}$ to be near $k_a$, and not $k_0$.

Alipour, Shi, Gopinath, Marinov, Groce: Evaluating Non-Adequate Test-Case Reduction ASE, 2016

Given two test cases, one larger and one smaller, the smaller test case is preferred for many purposes. A smaller test case usually runs faster, is easier to understand, and is more convenient for debugging. However, smaller test cases also tend to cover less code and detect fewer faults than larger test cases. Whereas traditional research focused on reducing test suites while preserving code coverage, one line of recent work has introduced the idea of reducing individual test cases, rather than test suites, while still preserving code coverage. Another line of recent work has proposed non-adequately reducing test suites by not even preserving all the code coverage. This paper empirically evaluates a new combination of these ideas: non-adequate reduction of test cases, which allows for a wide range of trade-offs between test case size and fault detection.

Our study introduces and evaluates C%-coverage reduction (where a test case is reduced to retain at least C% of its original coverage) and N-mutant reduction (where a test case is reduced to kill at least N of the mutants it originally killed). We evaluate the reduction trade-offs with varying values of C and N for four real-world C projects: Mozilla’s SpiderMonkey JavaScript engine, the YAFFS2 flash file system, Grep, and Gzip. The results show that it is possible to greatly reduce the size of many test cases while still preserving much of their fault-detection capability.

Ahmed, Gopinath, Brindescu, Groce, Jensen: Can Testedness be Effectively Measured FSE, 2016

Among the major questions that a practicing tester faces are deciding where to focus additional testing effort, and deciding when to stop testing. Test the least-tested code, and stop when all code is well-tested, is a reasonable answer. Many measures of “testedness” have been proposed; unfortunately, we do not know whether these are truly effective.

In this paper we propose a novel evaluation of two of the most important and widely-used measures of test suite quality. The first measure is statement coverage, the simplest and best-known code coverage measure. The second measure is mutation score, a supposedly more powerful, though expensive, measure.

We evaluate these measures using the actual criteria of interest: if a program element is (by these measures) well tested at a given point in time, it should require fewer future bug-fixes than a “poorly tested” element. If not, then it seems likely that we are not effectively measuring testedness. Using a large number of open source Java programs from Github and Apache, we show that both statement coverage and mutation score have only a weak negative correlation with bug-fixes. Despite the lack of strong correlation, there are statistically and practically significant differences between program elements for various binary criteria. Program elements (other than classes) covered by any test case see about half as many bug-fixes as those not covered, and a similar line can be drawn for mutation score thresholds. Our results have important implications for both software engineering practice and research evaluation.

Alipour, Groce, Gopinath, Christi: Generating Focused Random Tests Using Directed Swarm Testing ISSTA, 2016

Random testing can be a powerful and scalable method for finding faults in software. However, sophisticated random testers usually test a whole program, not individual components. Writing random testers for individual components of complex programs may require unreasonable effort. In this paper we present a novel method, directed swarm testing, that uses statistics and a variation of random testing to produce random tests that focus on only part of a program, increasing the frequency with which tests cover the targeted code. We demonstrate the effectiveness of this technique using real-world programs and test systems (the YAFFS2 file system, GCC, and Mozilla SpiderMonkey JavaScript engine), and discuss various strategies for directed swarm testing. The best strategies can improve coverage frequency for targeted code by a factor ranging from 1.1-4.5x on average, and from nearly 3x to nearly 9x in the best case. For YAFFS2, directed swarm testing never decreased coverage, and for GCC and SpiderMonkey coverage increased for over 99% and 73% of targets, respectively, using the best strategies. Directed swarm testing improves detection rates for real SpiderMonkey faults, when the code in the introducing commit is targeted. This lightweight technique is applicable to existing industrial-strength random testers.

Gopinath, Alipour, Ahmed, Jensen, Groce: Measuring Effectiveness of Mutant Sets ICSTW, 2016

Redundant mutants, where multiple mutants end up producing same the semantic variant of the program is a major problem in mutation analysis, and a measure of effectiveness is an essential tool for evaluating mutation tools, new operators, and reduction techniques. Previous research suggests using size of disjoint mutant set as an effectiveness measure.

We start from a simple premise: That test suites need to be judged on both the number of unique variations in specifications they detect (as variation measure), and also on how good they are in detecting harder to find bugs (as a measure of subtlety). Hence, any set of mutants should to be judged on how best they allow these measurements.

We show that the disjoint mutant set has two major inadequacies — the single variant assumption and the large test suite assumption when used as a measure of effectiveness in variation, which stems from its reliance on minimal test suites, and we show that when used to emulate hard to find bugs (as a measure of subtlety), it discards useful mutants.

We propose two alternative measures, one oriented toward the measure of effectiveness in variation and not vulnerable to either single variant assumption, or to large test suite assumption and the other towards effectiveness in subtlety, and provide a benchmark of these measures using diverse tools.


(Thanks to Darko Marinov, Farah Hariri, August Shi, Muhammad Mahmood, and Warnakulasuriya Fernando)

  • The minimal mutants from Ammann et al. (Ammann 2014), and the disjoint mutants from Kintis et al. (Kintis 2010) is same as the surface mutants in this paper. Hence, the surface mutants are not an alternative. However, the two measures provided: The volume ratio, and the surface correction are the right interpretations for disjoint/minimal/surface mutants.

Gopinath, Jensen, Groce: Topsy-Turvy: A Smarter and Faster Parallelization of Mutation Analysis ICSE (Extended Abstract), 2016

Mutation analysis is an effective, if computationally expensive, technique that allows practitioners to accurately evaluate the quality of their test suites. To reduce the time and cost of mutation analysis, researchers have looked at parallelizing mutation runs — running multiple mutated versions of the program in parallel, and running through the tests in sequence on each mutated program until a bug is found. While an improvement over sequential execution of mutants and tests, this technique carries a significant overhead cost due to its redundant execution of unchanged code paths. In this paper we propose a novel technique (and its implementation) which parallelizes the test runs rather than the mutants, forking mutants from a single program execution at the point of invocation, which reduces redundancy. We show that our technique can lead to significant efficiency improvements and cost reductions.

  • Part of our concept is similar to the split-stream execution of mutants suggested (not implemented) by King & Offutt (King 1991).

Gopinath, Ahmed, Alipour, Jensen, Groce: Does the Choice of Mutation Tool Matter? Software Quality Journal, 2016

Mutation analysis is the primary means of evaluating the quality of test suites, though it suffers from inadequate standardization. Mutation analysis tools vary based on language, when mutants are generated (phase of compilation), and target audience. Mutation tools rarely implement the complete set of operators proposed in the literature, and most implement at least a few domain-specific mutation operators. Thus different tools may not always agree on the mutant kills of a test suite, and few criteria exist to guide a practitioner in choosing a tool, or a researcher in comparing previous results. We investigate an ensemble of measures such as traditional difficulty of detection, strength of minimal sets, diversity of mutants, as well as the information carried by the mutants produced , to evaluate the efficacy of mutant sets. By these measures, mutation tools rarely agree, often with large differences, and the variation due to project, even after accounting for difference due to test suites, is significant. However, the mean difference between tools is very small indicating that no single tool consistently skews mutation scores high or low for all projects. These results suggest that research using a single tool, a small number of projects, or small increments in mutation score may not yield reliable results. There is a clear need for greater standardization of mutation analysis; we propose one approach for such a standardization.


(Thanks to Darko Marinov, Farah Hariri, August Shi, Muhammad Mahmood, and Warnakulasuriya Fernando)

  • The surface mutants in this paper is actually the minimal mutants from Ammann et al. (Ammann 2014), and the disjoint mutants from Kintis et al. (Kintis 2010). The minimal mutants in this paper starts by minimizing the test suite, and hence different from minimal mutants from Ammann et al.
  • The definition of mutation subsumption in the paper is flipped. That is, a mutant dynamically subsumes another if all test cases that kills the former is guaranteed to kill the later, and the mutant is killed by the test suite.

Gopinath, Alipour, Ahmed, Jensen, Groce: On The Limits Of Mutation Reduction Strategies ICSE, 2016

Although mutation analysis is considered the best way to evaluate the effectiveness of a test suite, hefty computational cost often limits its use. To address this problem, various mutation reduction strategies have been proposed, all seeking to gain efficiency by reducing the number of mutants while maintaining the representativeness of an exhaustive mutation analysis. While research has focused on the efficiency of reduction, the effectiveness of these strategies in selecting representative mutants, and the limits in doing so has not been investigated.

We investigate the practical limits to the effectiveness of mutation reduction strategies, and provide a simple theoretical framework for thinking about the absolute limits. Our results show that the limit in effectiveness over random sampling for real-world open source programs is 13.078% (mean). Interestingly, there is no limit to the improvement that can be made by addition of new mutation operators.

Given that this is the maximum that can be achieved with perfect advance knowledge of mutation kills, what can be practically achieved may be much worse. We conclude that more effort should be focused on enhancing mutations than removing operators in the id of selective mutation for questionable benefit.

Gopinath, Alipour, Ahmed, Jensen, Groce: How hard does mutation analysis have to be, anyway? ISSRE, 2015

Mutation analysis is considered the best method for measuring the adequacy of test suites. However, the number of test runs required for a full mutation analysis grows faster than project size, which is not feasible for real-world software projects, which often have more than a million lines of code. It is for projects of this size, however, that developers most need a method for evaluating the efficacy of a test suite. Various strategies have been proposed to deal with the explosion of mutants. However, these strategies at best reduce the number of mutants required to a fraction of overall mutants, which still grows with program size. Running, e.g., 5% of all mutants of a 2MLOC program usually requires analyzing over 100,000 mutants. Similarly, while various approaches have been proposed to tackle equivalent mutants, none completely eliminate the problem, and the fraction of equivalent mutants remaining is hard to estimate, often requiring manual analysis of equivalence.

In this paper, we provide both theoretical analysis and empirical evidence that a small constant sample of mutants yields statistically similar results to running a full mutation analysis, regardless of the size of the program or similarity between mutants. We show that a similar approach, using a constant sample of inputs can estimate the degree of stubbornness in mutants remaining to a high degree of statistical confidence, and provide a mutation analysis framework for Python that incorporates the analysis of stubbornness of mutants.

  • One can simplify, and reach our conclusions in this paper by noting that, theory of random sampling only requires randomness in the sample selection, and not in the population. That is, even if the population contains strongly correlated variables, so long as the sampling procedure is random, one can expect the sample to obey statistical laws.
  • Further, we recommend that one should sample at least 9,604 mutants for 99% precision 95% of the time, as suggested by theory.

Ahmed, Mannan, Gopinath, Jensen: An Empirical Study of Design Degradation: How Software Projects Get Worse Over Time ESEM 2015

Software decay is a key concern for large, long lived software projects. Systems degrade over time as design and implementation compromises and exceptions pile up. However, there has been little research quantifying this decay, or understanding how software projects deal with this issue. While the best approach to improve the quality of a project is to spend time on reducing both software defects (bugs) and addressing design issues (refactoring), we find that design issues are frequently ignored in favor of fixing defects. We find that design issues have a higher chance of being fixed in the early stages of a project, and that efforts to correct these stall as projects mature and code bases grow leading to a build-up of design problems. From studying a large set of open source projects, our research suggests that while core contributors tend to fix design issues more often than non-core contributors, there is no difference once the relative quantity of commits is accounted for.

Le, Alipour, Gopinath, Groce: Mutation Testing of Functional Programming Languages ICSTW Mutation 2014

Mutation testing has been widely studied in imperative programming languages. The rising popularity of functional languages and the adoption of functional idioms in traditional languages (e.g. lambda expressions) requires a new set of studies for evaluating the effectiveness of mutation testing in a functional context. In this paper, we report our ongoing effort in applying mutation testing in functional programming languages. We describe new mutation operators for functional constructs and explain why functional languages might facilitate understanding of mutation testing results. We also introduce MuCheck, our mutation testing tool for Haskell programs.

Gopinath, Jensen, Groce: Mutations: How close are they to real faults? ISSRE 2014

Mutation analysis is often used to compare the effectiveness of different test suites or testing techniques. One of the main assumptions underlying this technique is the Competent Programmer Hypothesis, which proposes that programs are very close to a correct version, or that the difference between current and correct code for each fault is very small. Researchers have assumed on the basis of the Competent Programmer Hypothesis that the faults produced by mutation analysis are similar to real faults. While there exists some evidence that supports this assumption, these studies are based on analysis of a limited and potentially non-representative set of programs and are hence not conclusive. In this paper, we separately investigate the characteristics of bugfixes and other changes in a very large set of randomly selected projects using four different programming languages. Our analysis suggests that a typical fault involves about three to four tokens, and is seldom equivalent to any traditional mutation operator. We also find the most frequently occurring syntactical patterns, and identify the factors that affect the real bug-fix change distribution. Our analysis suggests that different languages have different distributions, which in turn suggests that operators optimal in one language may not be optimal for others. Moreover, our results suggest that mutation analysis stands in need of better empirical support of the connection between mutant detection and detection of actual program faults in a larger body of real programs.

Groce, Alipour, Gopinath: Coverage and Its Discontents Essays 2014

Everyone wants to know one thing about a test suite: will it detect enough bugs? Unfortunately, in most settings that matter, answering this question directly is impractical or impossible. Software engineers and researchers therefore tend to rely on various measures of code coverage (where mutation testing is considered as a form of syntactic coverage). A long line of academic research efforts have attempted to determine whether relying on coverage as a substitute for fault detection is a reasonable solution to the problems of test suite evaluation. This essay argues that the profusion of coverage-related literature is in part a sign of an underlying uncertainty as to what exactly it is that measuring coverage should achieve, and how we would know if it can, in fact, achieve it. We propose some solutions, but the primary focus is to clarify the state of current confusions regarding this key problem for effective software testing.

Le, Alipour, Gopinath, Groce: MuCheck: An Extensible Tool for Mutation Testing of Haskell Programs ISSTA Tools 2014

This paper presents MuCheck, a mutation testing tool for Haskell programs. This is the first tool to be published (to our knowledge) that is explicitly oriented towards mutation testing for functional programs. MuCheck is a counterpart to the widely used QuickCheck random testing tool in fuctional programs, and can be used to evaluate the efficacy of QuickCheck property definitions. The tool implements mutation operators that are specifically designed for functional programs, and makes use of the type system of Haskell to achieve a more relevant set of mutants than otherwise possible. Mutation coverage is particularly valuable for functional programs due to highly compact code, referential transparency, and clean semantics, which make augmenting a test suite or specification based on surviving mutants a practical method for improved testing.

Gopinath, Jensen, Groce: Code coverage for suite evaluation by developers ICSE 2014

One of the key challenges of developers testing code is determining a test suite’s quality – its ability to find faults. The most common approach is to use code coverage as a measure for test suite quality, and diminishing returns in coverage or high absolute coverage as a stopping rule. In testing research, suite quality is often evaluated by a suite’s ability to kill mutants (artificially seeded potential faults). Determining which criteria best predict mutation kills is critical to practical estimation of test suite quality. Previous work has only used small sets of programs, and usually compares multiple suites for a single program. Practitioners, however, seldom compare suites — they evaluate one suite. Using suites (both manual and automatically generated) from a large set of real-world open-source projects shows that evaluation results differ from those for suite-comparison: statement (not block, branch, or path) coverage predicts mutation kills best.

Erwig, Gopinath: Explanations for Regular Expressions FASE 2012

Regular expressions are widely used, but they are inherently hard to understand and (re)use, which is primarily due to the lack of abstraction mechanisms that causes regular expressions to grow large very quickly. The problems with understandability and usability are further compounded by the viscosity, redundancy, and terseness of the notation. As a consequence, many different regular expressions for the same problem are floating around, many of them erroneous, making it quite difficult to find and use the right regular expression for a particular problem. Due to the ubiquitous use of regular expressions, the lack of understandability and usability becomes a serious software engineering problem. In this paper we present a range of independent, complementary representations that can serve as explanations of regular expressions. We provide methods to compute those representations, and we describe how these methods and the constructed explanations can be employed in a variety of usage scenarios. In addition to aiding understanding, some of the representations can also help identify faults in regular expressions. Our evaluation shows that our methods are widely applicable and can thus have a significant impact in improving the practice of software engineering.

Technical Reports

My technical reports at Oregon State can be found here.