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Metamorphic Testing Tsong Yueh Chen Swinburne University of Technology 20 th CREST Open Workshop 1 Oracle Problem Oracle - a mechanism to verify the correctness of the outputs Oracle Problem absence of oracle or too expensive to


  1. Metamorphic Testing Tsong Yueh Chen Swinburne University of Technology 20 th CREST Open Workshop 1

  2. Oracle Problem • Oracle - a mechanism to verify the correctness of the outputs • Oracle Problem – absence of oracle or too expensive to apply the oracle 2

  3. A Motivating Example • sin function – sin (0 o )=0 – sin (30 o )=0.5 • Suppose the program returns: sin (29.8 o )=0.51234 incorrect sin (29.8 o )=0.49876 correct? 3

  4. A Motivating Example • sin function has the following properties – sin (x)= sin (x+360) – …… • Execute the program with sin (389.8 o ) compare sin (29.8 o ) and sin (389.8 o ) 4

  5. Metamorphic Testing (A Simplified Form) • Source (original) test cases – generated according to certain strategies • Follow-up test cases could be constructed from the successful test cases with reference to certain properties of the problem • Such properties are known as metamorphic relations 5

  6. Metamorphic Testing • Some Characteristics – Necessary properties of the problem – not restricted to identity relations and numeric relations – Multiple executions – at least one source test case and one follow-up test case – Follow-up test cases may depend on the outputs of the source test cases 6

  7. Metamorphic Testing • test case – metamorphic test group • test outcome of pass or failure – test outcome of satisfaction or violation of a metamorphic relation 7

  8. Metamorphic Testing • Aimed at alleviating the oracle problem • A property-based testing method – providing a new perspective to design test cases • Metamorphic relation 8

  9. Categories of Research in MT • Use of MT to test application domains which have oracle problem • Integration of MT with other software analysis and testing methods • Its own theory 9

  10. Testing Software with Oracle Problem • Bioinformatics programs • Embedding systems • Machine learning software • Optimization systems • ….. 10

  11. Integration with Other Methods • Slicing – metamorphic slice • Spectrum Based Fault Localizations (SBFL) • Symbolic execution – semi-proving which supports debugging, testing and proving 11

  12. Metamorphic Slices • Slicing may be the most important concept in software analysis • Conventional slices are data-based • Metamorphic slices are also property-based • Many applications of slicing assume the existence of a test oracle 12

  13. Existing SBFL Techniques • A test suite – the test outcome of each test case is known (oracle assumed) • A program spectrum – execution slice • A risk evaluation formula to assign a risk value of being faulty to each statement 13

  14. SBFL Without Oracle • slice – metamorphic slice • test case – metamorphic test group • pass or failure of a test case – satisfaction or violation of a metamorphic test group 14

  15. Integration with Symbol Execution • Proving metamorphic relations – metamorphic proving • Sometimes able to prove program • Providing useful information to debug 15

  16. Theory for Metamorphic Testing • Metamorphic Relations – Necessary properties involving multiple inputs • Identification or generation of MRs – Many MRs • Set of MRs treated as input domain – selection strategies for MRs • Prioritization of MRs 16

  17. Generation of MRs • Is it feasible to identify or generate MRs? 17

  18. Generation of MRs • Should target at – Development of guidelines or systematic methods for a specific type of application domains – Development of semi-automated methods 18

  19. Prioritization of MRs Consider sin (x) MR1: sin (x) = sin (x + 2 π ) MR2: sin (x) = - sin (x + π ) MR3: sin (-x)= - sin (x) MR4: sin (x) = sin ( π -x) MR5: sin (x) = - sin (2 π - x) … 19

  20. Priorization Approaches • Usage profile • Algorithm 20

  21. Usage Profile § sin (x) § Electrical engineers § sin (x) = sin (x + 2 π ) § Surveyors § sin (-x)= - sin (x) § sin (x) = sin ( π -x) 21

  22. Algorithm § A problem may be solved by more than one algorithm – sorting, adaptive random testing § The same algorithm may be implemented in different ways 22

  23. Example § Shortest Path problem: SP ( G , a , b ) using forward expansion • |SP ( G , a , b )| = | SP ( G , a , c )| +| SP ( G , c , b )| • |SP ( G , a , b )| = | SP ( G , b , a )| 23

  24. A Test Case Selection Strategy • Observation: MT reveals bugs in some software that has been used and tested by conventional testing methods for a long time. schedule and print_token • A testing method for end-users 24

  25. End-User Software Engineering § Source test case selection strategy – any available; otherwise special values, random or ad hoc selection § Selection of MRs – § usage profile § end-user’s domain knowledge § coding 25

  26. Specifications Is MT a Black-Box Method? 26

  27. Example 3 5 x x sin( x ) x = − + − 3 ! 5 ! 27

  28. Example • MR1 sin (-x) = - sin (x) • MR2: sin (x) = sin (x + 2 π ) 28

  29. Conclusion 29

  30. Thanks 30

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