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Author index to volume 104
Journal of Statistical Planning and Inference 118 (2004) 221
Author Index Volume 118 (2004)* Arslan, O., Convergence behavior of an iterative reweighting algorithm to compute multivariate M-estimates for location and scatter Askar, M.M., see H.M. Barakat Aus!ın, M.C., M.P. Wiper and R.E. Lillo, Bayesian estimation for the M=G=1 queue using a phase-type approximation Barakat, H.M., E.M. Nigm and M.M. Askar, On the trivariate extreme value distributions Burgess, L., see D.J. Street Dette, H., V.B. Melas and A. Pepelyshev, Optimal designs for estimating individual coefficients in polynomial regressionFa functional approach El Barmi, H., S.C. Kochar, H. Mukerjee and F.J. Samaniego, Estimation of cumulative incidence functions in competing risks studies under an order restriction Gilbert, P.B., Goodness-of-fit tests for semiparametric biased sampling models Kerr, M.K., Stationary Gaussian processes on the vertices of the k-cube Kochar, S.C., see H. El Barmi Lillo, R.E., see M.C. Aus!ın Melas, V.B., see H. Dette Mudholkar, G.S. and L. Tian, A test for homogeneity of ordered means of inverse Gaussian populations Mukerjee, H., see H. El Barmi Nigm, E.M., see H.M. Barakat Peng, L. and X.-H. Zhou, Local linear smoothing of receiver operating characteristic (ROC) curves Pepelyshev, A., see H. Dette Salehi M., M., Optimal sampling design under a spatial correlation model Samaniego, F.J., see H. El Barmi Stepanov, A., Random intervals based on records Street, D.J. and L. Burgess, Optimal and near-optimal pairs for the estimation of effects in 2-level choice experiments Tian, L., see G.S. Mudholkar Wiper, M.P., see M.C. Aus!ın Xue, L.-G., Approximation rates of the error distribution of wavelet estimators of a density function under censorship Zhou, X.-H., see L. Peng
* The issue number is given in front of page number. Elsevier B.V. doi:10.1016/S0378-3758(03)00301-X
(1–2) (1–2)
115–128 19– 35
(1–2)
83–101
(1–2) (1–2)
19– 35 185–199
(1–2)
201–219
(1–2) (1–2) (1–2) (1–2) (1–2) (1–2)
145–165 51– 81 1– 8 145–165 83–101 201–219
(1–2) (1–2) (1–2)
37– 49 145–165 19– 35
(1–2) (1–2) (1–2) (1–2) (1–2)
129–143 201–219 9– 18 145–165 103–113
(1–2) (1–2) (1–2)
185–199 37– 49 83–101
(1–2) (1–2)
167–183 129–143
Author Index Volume 118 (2004)* Arslan, O., Convergence behavior of an iterative reweighting algorithm to compute multivariate M-estimates for location and scatter Askar, M.M., see H.M. Barakat Aus!ın, M.C., M.P. Wiper and R.E. Lillo, Bayesian estimation for the M=G=1 queue using a phase-type approximation Barakat, H.M., E.M. Nigm and M.M. Askar, On the trivariate extreme value distributions Burgess, L., see D.J. Street Dette, H., V.B. Melas and A. Pepelyshev, Optimal designs for estimating individual coefficients in polynomial regressionFa functional approach El Barmi, H., S.C. Kochar, H. Mukerjee and F.J. Samaniego, Estimation of cumulative incidence functions in competing risks studies under an order restriction Gilbert, P.B., Goodness-of-fit tests for semiparametric biased sampling models Kerr, M.K., Stationary Gaussian processes on the vertices of the k-cube Kochar, S.C., see H. El Barmi Lillo, R.E., see M.C. Aus!ın Melas, V.B., see H. Dette Mudholkar, G.S. and L. Tian, A test for homogeneity of ordered means of inverse Gaussian populations Mukerjee, H., see H. El Barmi Nigm, E.M., see H.M. Barakat Peng, L. and X.-H. Zhou, Local linear smoothing of receiver operating characteristic (ROC) curves Pepelyshev, A., see H. Dette Salehi M., M., Optimal sampling design under a spatial correlation model Samaniego, F.J., see H. El Barmi Stepanov, A., Random intervals based on records Street, D.J. and L. Burgess, Optimal and near-optimal pairs for the estimation of effects in 2-level choice experiments Tian, L., see G.S. Mudholkar Wiper, M.P., see M.C. Aus!ın Xue, L.-G., Approximation rates of the error distribution of wavelet estimators of a density function under censorship Zhou, X.-H., see L. Peng
* The issue number is given in front of page number. Elsevier B.V. doi:10.1016/S0378-3758(03)00301-X
(1–2) (1–2)
115–128 19– 35
(1–2)
83–101
(1–2) (1–2)
19– 35 185–199
(1–2)
201–219
(1–2) (1–2) (1–2) (1–2) (1–2) (1–2)
145–165 51– 81 1– 8 145–165 83–101 201–219
(1–2) (1–2) (1–2)
37– 49 145–165 19– 35
(1–2) (1–2) (1–2) (1–2) (1–2)
129–143 201–219 9– 18 145–165 103–113
(1–2) (1–2) (1–2)
185–199 37– 49 83–101
(1–2) (1–2)
167–183 129–143