REFERENCES
- Chow , Y. S. and Robbins , H. ( 1965 ). On the Asymptotic Theory of Fixed-Width Sequential Confidence Intervals for the Mean , Annals of Mathematical Statistics 36 : 457 – 462 .
- Isogai , E. and Uno , C. ( 1994 ). Sequential Estimation of a Parameter of an Exponential Distribution , Annals of Institute of Statistical Mathematics 46 : 77 – 82 .
- Kubokawa , T. ( 1989 ). Improving on Two-Stage Estimation of Scale Families , Metrika 36 : 7 – 13 .
- Mukhopadhyay , N. ( 1988 ). Sequential Estimation Problems for Negative Exponential Population , Communications in Statistics-Theory and Methods 17 : 2471 – 2506 .
- Mukhopadhyay , N. ( 1994 ). Improved Sequential Estimation of Means of Exponential Distributions , Annals of Institute of Statistical Mathematics 46 : 509 – 519 .
- Mukhopadhyay , N. and Datta , S. ( 1995 ). On Fine-Tuned Bounded Risk Sequential Point Estimation of the Mean of an Exponential Distribution , South African Statistical Journal 29 : 9 – 27 .
- Starr , N. ( 1966 ). On the Asymptotic Efficiency of a Sequential Procedure for Estimating the Mean , Annals of Mathematical Statistics 37 : 1173 – 1185 .
- Starr , N. and Woodroofe , M. ( 1972 ). Further Remarks in Sequential Estimation: The Exponential Case , Annals of Mathematical Statistics 43 : 1147 – 1154 .
- Takada , Y. and Nagata , Y. ( 1995 ). Fixed-Width Sequential Confidence Interval for the Mean of a Gamma Distribution , Journal of Statistical Planning and Inference 44 : 277 – 289 .
- Woodroofe , M. ( 1977 ). Second Order Approximations for Sequential Point and Interval Estimation , Annals of Statistics 5 : 984 – 995 .
- Woodroofe , M. ( 1991 ). The Role of Renewal Theory in Sequential Analysis, In Handbook of Sequential Analysis, B. K. Ghosh and P. K. Sen, eds., pp. 145–167, New York: Dekker.
- Zacks , S. ( 2007 ). First Exit Times for Ordinary and Compound Poisson Processes with Non-Linear Boundaries , Methodologies and Computing in Applied Probability 9 : 359 – 375 .
- Zacks , S. ( 2009 ). The Exact Distributions of the Stopping Times and Their Functionals in Two-Stage and Sequential Fixed-Width Confidence Intervals of the Exponential Parameter , Sequential Analysis 28 : 69 – 81 .
- Zacks , S. and Mukhopadhyay , N. ( 2006a ). Bounded Risk Estimation of the Exponential Parameter in a Two-Stage Sampling , Sequential Analysis 25 : 437 – 452 .
- Zacks , S. and Mukhopadhyay , N. ( 2006b ). Exact Risks of Sequential Point Estimation of the Exponential Parameter , Sequential Analysis 25 : 203 – 226 .
- Recommended by N. Mukhopadhyay