References
- Akahira , M. ( 1995 ). Statistical inference and large-deviation probability . Math. Sci. 380 : 56 – 62 (in Japanese) .
- Akahira , M. ( 2006 ). Large-deviation efficiency of first and second order . Student 5 ( 3–4 ): 211 – 219 .
- Akahira , M. , Takeuchi , K. ( 1981 ). Asymptotic Efficiency of Statistical Estimators: Concepts and Higher Order Asymptotic Efficiency . Lecture Notes in Statistics 7 . New York : Springer .
- Akahira , M. , Takeuchi , K. ( 2003 ). Joint Statistical Papers of Akahira and Takeuchi . River Edge , NJ : World Scientific .
- Bahadur , R. R. ( 1971 ). Some Limit Theorems in Statistics . SIAM , Philadelphia : Regional Conference Series in Applied Mathematics .
- Barndorff-Nielsen , O. E. , Cox , D. R. (1989). Asymptotic Techniques for Use in Statistics . London : Chapman and Hall.
- Fu , J. C. ( 1973 ). On a theorem of Bahadur on the rate of convergence of point estimators . Ann. Stat. 1 : 741 – 749 .
- Fu , J. C. ( 1982 ). Large sample point estimation: A large deviation theory approach . Ann. Stat. 10 : 762 – 771 .
- Ghosh , J. K. ( 1994 ). Higher Order Asymptotics . NSF-CBMS Regional Conference Series Probab. and Statist., 4. Hayward , California : Inst. of Math. Statist .
- Jensen , J. L. ( 1995 ). Saddlepoint Approximations . Oxford : Clarendon Press .
- Lugannani , R. , Rice , S. ( 1980 ). Saddlepoint approximation for the distribution of the sum of independent random variables . Adv. Appl. Probab. 12 : 475 – 490 .
- Pfanzagl , J. , Wefelmeyer , W. ( 1985 ). Asymptotic Expansions for General Statistical Models . Lecture Notes in Statistics 31 . Berlin : Springer .