🤖 AI Summary
Regression test suite optimization suffers from low selection efficiency, high computational overhead of classical optimization methods, and suboptimal performance of existing quantum approaches.
Method: This paper pioneers modeling regression test suite optimization as a Quadratic Unconstrained Binary Optimization (QUBO) problem, solved via D-Wave quantum annealing hardware to identify the minimum-cost covering subset that simultaneously satisfies statement and branch coverage constraints while minimizing execution cost. We propose a scalable QUBO encoding strategy enabling end-to-end mapping from test coverage analysis to quantum hardware execution.
Results: Experiments across multiple Java projects demonstrate an average 23.6% reduction in test case count while strictly preserving 100% statement and branch coverage. The quantum-annealed solutions match the quality of optimal classical algorithms—including GREEDY and Adaptive Random Testing—validating the feasibility and practicality of quantum annealing for software engineering optimization tasks.