A.Publications

1.Chen, Yi-liang；Cheng, Wei-hou, A note on joint distributions of some random vestors defined on 

    permutations, ARS combinatorial. 54, 139-148, (2000).

2.Zheng, Weihong=Cheng, Wei-hou, Quantile estimation for symmetric distributions. (1995).

3.Zheng, Weihong=Cheng, Wei-hou, Estimating a symmetric distribution. (1993).

4.Zheng, Weihong; 李秀珍, On the relative efficiency of trimmed mean versus mean under mixed normal

    distributions. Tamkang journal of mathematics, 20, no.2, 187-195, (1989). 

5.Wei-Hou Cheng, 穩健統計量有效性之探討, (1988).

6.Wei-Hou Cheng, A note on the estimation of the scale of an "exponential" distribution. Tamkang journal 

    of mathematics, 17, no.3, 139-155, (1986).

7.Wei-Hou Cheng;黃堯, On the relative efficiency of trimmed mean versus mean under contaminated exponential

    models. Tamkang journal of mathematics, 17, no.1, 131-145, (1986).

8.Wei-Hou Cheng, On estimating the parameters in linear regression model when the underlying distribution 

    is heavy-tailed. Tamkang journal of mathematics, 9, no.1, 103-119, (1978).

9.Wei-Hou Cheng, Alternatives to least squares estimates in linear regression. 59,(1977).

B.Conference papers

1.A nonparametric test for symmetry. (2002).

2.Wei-hou Cheng, On the exact distribution of random vector defined on permutations. (2000).

3.Zheng, Weihong=Cheng, Wei-hou, A note on asymptotic joint normality of random permutations.

    (1997).

4.Zheng, Weihong=Cheng, Wei-hou, Estimating a symmetric distribution. (1995).

5.Wei-Hou Cheng, A nonparametric test for testing the equality of two distribution functions. (1990).

1. NSC82-0208-M032-006  Estimating a Symmetric Distritution

2. NSC84-2121-M032-001  Quantile Estimation for Symmetric Distributions

3. NSC89-2118-M032-019  On Nonparametric Tests for Randomness