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Change-point problems. Papers from the AMS-IMS-SIAM Summer Research Conference held at Mt. Holyoke College, South Hadley, MA, USA, July 11–16, 1992. (English) Zbl 0942.00037

Institute of Mathematical Statistics Lecture Notes - Monograph Series 23. Hayward, CA: Institute of Mathematical Statistics (ISBN 0-940600-34-X). vii, 385 p., open access (1994).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Beibel, M., Bayes problems in change-point models for the Wiener process, 1-6 [Zbl 1157.62356]
Bell, Charles; Gordon, Louis; Pollak, Moshe, An efficient nonparametric detection scheme and its application to surveillance of a Bernoulli process with unknown baseline, 7-27 [Zbl 1157.62394]
Bhattacharya, P. K., Some aspects of change-point analysis, 28-56 [Zbl 1157.62331]
Bhattacharya, P. K.; Zhou, Hong, A rank-cusum procedure for detecting small changes in a symmetric distribution, 57-65 [Zbl 1158.60341]
Capizzi, Giovanna, On stopping rules for the sets scheme: An application of the success funs theory, 66-77 [Zbl 1157.60314]
Chang, I-Shou; Chen, Chen-Hsin; Hsiung, Chao A., Estimation in change-point hazard rate models with random censorship, 78-92 [Zbl 1157.62507]
Csörgő, Miklós; Szyszkowicz, Barbara, Weighted multivariate empirical processes and contiguous change-point analysis, 93-98 [Zbl 1158.60336]
Darkhovski, Boris S., Nonparametric methods in change-point problems: A general approach and some concrete algorithms, 99-107 [Zbl 1157.62375]
Dümbgen, Lutz, Confidence sets for a change-point via randomization methods, 108-129 [Zbl 1157.62405]
Eubank, R. L.; Speckman, P. L., Nonparametric estimation of functions with jump discontinuities, 130-144 [Zbl 1163.62313]
Ferger, Dietmar, Nonparametric change-point tests of the Kolmogorov-Smirnov type, 145-148 [Zbl 1163.62322]
Ghoudi, K.; McDonald, D., A nonparametric test for homogeneity: Applications to parameter estimation, 149-156 [Zbl 1163.62323]
Horváth, Lajos; Parzen, Emanuel, Limit theorems for Fisher-score change processes, 157-169 [Zbl 1163.62346]
Kim, Hyune-Ju, Tests for a change-point in linear regression, 170-176 [Zbl 1163.62336]
Krishnamoorthy, Charu; Carlstein, Ed, Practical considerations in boundary estimation: Model-robustness, efficient computation, and bootstrapping, 177-193 [Zbl 1163.62314]
Lombard, F.; Hart, J. D., The analysis of change-point data with dependent errors, 194-209 [Zbl 1163.62347]
Müller, H. G.; Song, K.-S., Cube splitting in multidimensional edge estimation, 210-223 [Zbl 1163.62329]
Müller, H. G.; Wang, J.-L., Change-point models for hazard functions, 224-241 [Zbl 1163.62349]
Puri, Madan L.; Ruymgaart, Frits H., Change curves in the presence of dependent noise, 242-254 [Zbl 1163.62327]
Rabinowitz, Daniel, Detecting clusters in disease incidence, 255-275 [Zbl 1158.60352]
Rudemo, Mats; Stryhn, Henrik, Boundary estimation for star-shaped objects, 276-283 [Zbl 1158.60370]
Rukhin, Andrew L., Asymptotic minimaxity in the change-point problem, 284-291 [Zbl 1163.62310]
Siegmund, David O.; Zhang, Heping, Confidence regions in broken line regression, 292-316 [Zbl 1163.62311]
Tsybakov, A. B., Multidimensional change-point problems and boundary estimation, 317-329 [Zbl 1163.62331]
Wu, Yanhong, Design of control charts for detecting the change point, 330-345 [Zbl 1163.62355]
Yakir, Benjamin, Optimal detection of a change in distribution when the observations form a Markov chain with a finite state space, 346-358 [Zbl 1163.62340]
Yao, Yi-Ching; Huang, Dawei; Davis, Richard, On almost sure behavior of change-point estimators, 359-372 [Zbl 1163.62317]
Yashchin, Emmanuel, Likelihood ratio methods for monitoring parameters of a nested random effect model, 373-385 [Zbl 1163.62338]

MSC:

00B25 Proceedings of conferences of miscellaneous specific interest
62-06 Proceedings, conferences, collections, etc. pertaining to statistics
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