1. 1 Integrating Influence Mechanisms into Impact Analysis for Increased Precision Ben Breech Lori Pollock Mike Tegtmeyer University of Delaware Army Research Lab

2. 2 Background: Impact Analysis If I change function C, what other functions could be affected (impacted)? Uses Regression testing Planning changes A main B C D E GH F C

3. 3 Background: Challenges Conservative -- impacts shouldn’t be missed Precision -- impacts should be close as possible to “true” results Efficiency -- analysis should be quick

4. 4 Background: Impact Analysis Kinds

5. 5 Source Code Static Analyzer Impacts Obtain conservative results + Accounts for all possible inputs and behaviors - Can give very large impact sets Bohner, Arnold 1996, Ryder and Tip, 2001, Turver and Munro, 1994

6. 6 Background: Impact Analysis Kinds Execute Instrumented Program Post Exec Analysis Dynamic Information Impacts Input - Not conservative -- results depend on input + Give impacts related to program use Orso et al. 2003, Law and Rothermel, 2003, Breech et al. 2005, Apiwattanapong et al. 2005

7. 7 Background: Impact Analysis Kinds Method A Method B stmt a1 stmt a2 … stmt b1 stmt b2 … Statement Level Expensive Precise Slicing

8. 8 Background: Impact Analysis Kinds Method A Method B Method Level Less expensive Less precise Call graph traversals

9. 9 Our Approach Augment method level analysis with some statement level information Use influence graph to capture how changes propagate Both static and dynamic analysis Goal: better results w/out large overhead

10. 10 Example of Dynamic Impact Analysis PathImpact, Law and Rothermel, ICSE 03 A main B C D E GH F A C D F E Find Impact of G: Trace: Main G r A C F C r r D r E r D r r r x G (call graph only for demonstration)

11. 11 Can we improve results? PathImpact is “safe” Doesn’t miss impacts among exec’d methods Purely method level What can statement level info add?

12. 12 How do changes propagate? int G (void) { int x, y; …. if (x == 0) y = 10; else y = -10; return y; } int G (void) { int x, y; …. if (x != 0) y = 10; else y = -10; return y; } int G (void) { int x, y; …. if (x == 0) y = 10; else y = -10; return y; }

13. 13 Insight: Propagation of Changes Change propagates through variables Change propagates into methods by parameters/return values Global variables can propagate change

14. 14 Example Revisited A main B C D E GH F A C D F E Find Impact of G: Trace: Main G r A C F C r r D r E r D r r r x G Assume: No Global Variables in program C has no parameters/return vals

15. 15 Basis of Approach: Influence Graph Formalize ideas in influence graph Nodes are methods Edge p  q change can propagate from p to q 3 Types of edges Parameters/returns by value Parameters/returns by reference Global variables

16. 16 Influence Graph Example A main B C D E G H F A C G int G (void) v int H (int x) H v void A (struct_type &x) r void C (void) r v, r r r r: ref. edge v: val. edge (none): call edge (demo only)

17. 17 Conservative Assumptions Building influence graph Ignore const Ref. Parameters always modified Function pointers  edges to all functions with address taken

18. 18 Dynamic Impact Analysis with the Influence Graph Generate influence graph statically Perform impact analysis for function of interest Intuition: Check influence graph at each call/return to see if change can propagate Global variables require more book keeping (details in paper)

19. 19 Example A main B C D E G H F EC D v v r r v, r r r Trace: Main G r A C F C r r D r E r D r r r x Find Impact of C: r: ref. edge v: val. edge

20. 20 Research Questions Is the impact analysis cost reasonable? Does the dynamic analysis give more precision than current techniques?

21. 21 Methodology Analyzed 8 medium sized C programs (5,000 - 40,000 LoC) Created gcc passes to build influence graph (little overhead) Generated traces 8KB - 9 GB

22. 22 Timing Results Influence Graph - little overhead to build Impact Analysis on 9 GB trace ~ 7 mins PathImpact ~ 5mins Reasonable time for analysis

23. 23 Precision Results avgminmax 008.espresso5.8 (3.8%)18 099.go1.0 (0.3%)0307 130.li4.9 (4.6%)2117 132.ijpeg0 (0%)00 147.vortex2.7 (1%)1363 164.gzip1.0 (2%)12 300.twolf1.6 (2%)03 Space4.3 (18%)135 Always subset of PathImpact ~ 4% savings

24. 24 Why so little precision gain? Changes propagated due to parameters/returns (esp. reference) Conservatively assumed all reference vars were modified Large percentage of functions with ref. vars Performed basic analysis to build infl. graph

25. 25 Better Results? (new work!) More static program analysis  better influence graph  better precision Danger: more static analysis, more expensive build influence graph Analyzed small program by hand Got 10% gain when using def-use pairs

26. 26 Summary and Future Work Can improve method level impact analysis by using some statement level information Reasonable impact analysis time Reasonable to spend time building better influence graph?