© 1993 by Biometrika Trust
Stopping rules and estimation for recapture debugging with unequal failure rates
Institute of Statistics, National Tsing Hua University Hsin-Chu 30043, Taiwan
Department of Statistics, University of Florida Gainesville, Florida 32605, U.S.A.
A theoretical optimal stopping rule based on the minimization of the testing cost and expected penalty due to the unremoved bugs is derived without the equal failure rate assumption under Nayak's (1988) recapture debugging procedure. Two adaptive stopping rules suitable for practical use are constructed and tested by simulation. The estimation of the number of undetected bugs is also considered via remaining failure rate estimation.
Key Words: Optimal stopping Poisson process Remaining failure rate Sample coverage Software reliability
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