基本情况
Tiee-Jian Wu(吴铁肩),成功大学统计系教授。
教育背景
1983 M.S. in Computer Sciences, Indiana University, Bloomington, Indiana, USA
1982
Ph.D. in Statistics, Indiana University, Bloomington, Indiana, USA
1976
M.A. in Mathematics, Wake Forest University, North Carolina, USA
1972
B.S. in Mathematics, 成功大学,Tainan, Taiwan
工作经历
2000年至今 教授,成功大学统计系
2004年至2007年 主任,成功大学调查统计研究中心
1995年至1997年 教授,东华大学(台湾花莲)应用数学系
1983年至2000年 副教授,休斯敦大学数学系
1987年至1988年 访问学者,皇后大学
1990年至1991年 客座专家,中央研究院统计科学研究所客座副教授
论文发表
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Tiee-Jian Wu, P. Chen, Yanjun Yan (2012).
The weighted average information criterion for multivariate regression model
selection. Signal Processing
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E.-M. Buzaianu, P. Chen, Tiee-Jian Wu
(2011). Subset selection procedures to identify electromagnetic fields
following lognormal distributions. IET Radar, Sonar and Navigation, 5, 458-465
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P. Chen, L. Osadciw, Tiee-Jian Wu (2010).
Multiple targets characterization of electromagnetic vulnerability. Signal
Processing, 90, 344-351
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Tiee-Jian Wu, X. Shi, B. Miao (2009).
Asymptotic approximation of inverse moments of nonnegative random variables.
Statist. Probab. Letters, 79, 1366-1371
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P. Chen, Tiee-Jian Wu, J. Yang (2008). A
comparative study of model selection criteria for the number of signals. IET
Radar, Sonar & Navigation, 2, 180-188
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Tiee-Jian Wu, H-Y Chen (2008). Estimation
in Linear regression measurement a) error models for processes with
uncorrelated increments, J. Statist. Planning Inference, 138, 827-833
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Tiee-Jian Wu, C-F Chen, H-Y Chen (2007). A
variable bandwidth selector in multivariate kernel density estimation. Statist.
Probab. Letters, 77, 462-467
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Tiee-Jian Wu, Y.-H. Huang, L.-A. Li (2005).
Optimal word sizes for dissimilarity measures and inference about the degree of
dissimilarity between DNA sequences. a) Bioinformatics, 21, 4125-4132
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Tiee-Jian Wu, M.-H. Tsai (2004). Root n
bandwidths selectors in multivariate kernel density estimation. Probab. Theory
and Related Fields, 129, 537-558
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Tiee-Jian Wu, Y.-C. Hsieh, L.-A. Li (2001).
Statistical Measures of DNA sequence dissimilarity under Markov chain model of
base composition, Biometrics, 57, 441-448
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Tiee-Jian Wu, Y. Lin (2000). Information
Bound for bandwidth selection in kernel estimation of density derivatives.
Statistica Sinica, 10, 457-473
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Tiee-Jian Wu, A. Sepulveda (1998). The
weighted average information criterion for order selection in time series and
regression models. Statist. Probab. Letters39, 1-10
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Tiee-Jian Wu (1997). Root n bandwidth
selectors for kernel estimation of density derivatives. J. American statistical
association 92.536-547
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Tiee-Jian Wu, J.P. Burke, D.B. Davison
(1997). A measure of DNA sequence dissimilarity based on Mahalanobis distance
between frequencies of words. Biometrics, 53, 1431-1439
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Tiee-Jian Wu, M.T. Wasan (1996). Weighted
least squares estimates in linear regression models for processes with
uncorrelated increments. Stochastic Processes and Their Applications, 41,
273-286
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Tiee-Jian Wu (1996). An Lp nonuniform
central limit bound for linear combinations of order statistics. Sankhya ,A,
58, 126-134
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Tiee-Jian Wu (1995). Adaptive root n
estimates of integrated squared density derivatives. Annals of Statistics, 23,
1474-1495
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Tiee-Jian Wu, M.T. Wasan (1992). Some
results on sequential unbiased estimation of a binomial parameter. Theory
Probab. and Its Applications, 36, 411-419
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Tiee-Jian Wu (1992). Contiguous
alternatives which preserve L1 nonuniform central limit bounds for a general
class of statistics. Sankhya, A, 54, 107-114
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Tiee-Jian Wu, M.T. Wasan (1990). Time
integrated least squares estimators of regression parameters of independent
stochastic processes. Stochastic Processes and Their Applications, 35, 141--148
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Tiee-Jian Wu (1990). Lp nonuniform bounds
for asymptotic normality of linear rank statistics. Statist. and Probab.
Letters, 9, 361-365
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Tiee-Jian Wu (1989). Contiguous
alternatives which preserve Cramer type large deviations for a general class of
statistics. Annals Inst. Statist. Math., 41, 649-660
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Tiee-Jian Wu (1989). L1 nonuniform central
limit bound for generalized rank statistics. J. Statist. Planning and
Inference, 22, 243-250
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Tiee-Jian Wu (1988). A note on the Lp
nonuniform rates of convergence to normality for signed linear rank statistics.
Sankhya, A, 50, 282-285
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Tiee-Jian Wu (1987). Rates of weak
convergence and large deviation probabilities for linear rank tests with type I
censored data. J. Statist. Planning and Inference, 17, 67-79
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Tiee-Jian Wu (1987). An Lp error bound in
normal approximation for signed rank statistics. Sankhya, A, 49, 122-127
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M.L. Puri, Tiee-Jian Wu (1987). The order
of normal approximation for signed rank statistics. Theory Probab. and Its
Applications, 31, 145-151
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Tiee-Jian Wu (1986). A large deviation
result for signed linear rank statistics under the symmetry hypothesis. Annals
of Statistics, 14, 774-780
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Tiee-Jian Wu (1986). On the Lp rates of
convergence of simple linear rank statistics under contiguous alternatives. J.
Statist. Planning and Inference, 15, 29-41
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M.L. Puri, Tiee-Jian Wu (1985). Gaussian
approximation of signed rank statistics process. J. Statist. Planning and
Inference, 11, 277-312
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M.L. Puri, Tiee-Jian Wu (1984). Asymptotic
normality of the lengths of a class of nonparametric confidence intervals for a
regression parameter. Canadian J. Statistics, 12, 217-228