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  3. Sequential Analysis
  4. 2019
Showing papers in "Sequential Analysis in 2019"
Journal Article•10.1080/07474946.2019.1648922•
Zero-inflated count time series models using Gaussian copula

[...]

Mohammed Alqawba1, Norou Diawara1, N. Rao Chaganty1•
Old Dominion University1
25 Sep 2019-Sequential Analysis
TL;DR: In some cases, a specific count, usually zero count as mentioned in this paper, is observed in several applied disciplines such as environmental science, biostatistics, economics, public health, and finance.
Abstract: Count time series data are observed in several applied disciplines such as environmental science, biostatistics, economics, public health, and finance. In some cases, a specific count, usually zero...

16 citations

Journal Article•10.1080/07474946.2019.1611307•
Adaptive Two-Stage Optimal Designs for Phase II Clinical Studies that Allow Early Futility Stopping

[...]

Guogen Shan1, Hua Zhang2, Tao Jiang2•
University of Nevada, Las Vegas1, Zhejiang Gongshang University2
09 Jul 2019-Sequential Analysis
TL;DR: Adaptive designs play an important role in contemporary clinical trials to make designs flexible and efficient as discussed by the authors, and given a relatively small sample size, it is important to give adaptive designs in cancer clinical trials.
Abstract: Adaptive designs play an important role in contemporary clinical trials to make designs flexible and efficient. In cancer clinical trials, given a relatively small sample size, it is important to o...

13 citations

Journal Article•10.1080/07474946.2019.1574438•
Multi-stage point estimation of the mean of an inverse Gaussian distribution

[...]

Ajit Chaturvedi1, Sudeep R. Bapat2, Neeraj Joshi1•
University of Delhi1, University of California, Santa Barbara2
02 Jan 2019-Sequential Analysis
TL;DR: In this paper, the authors developed two-stage, three-stage and accelerated sequential procedures for the point estimation of the mean μ of an inverse Gaussian distribution when the scale parameter λ is unknown.
Abstract: Abstract In this article, we develop two-stage, three-stage, and accelerated sequential procedures for the point estimation of the mean μ of an inverse Gaussian distribution when the scale parameter λ is unknown. Both minimum risk and bounded risk estimation problems are considered subject to a weighted squared error loss function. We aim at controlling the associated risk functions for all three procedures. Second-order approximations are obtained for the proposed procedures.

11 citations

Journal Article•10.1080/07474946.2019.1574445•
Two-sample two-stage and purely sequential methodologies for tests of hypotheses with applications: comparing normal means when the two variances are unknown and unequal

[...]

Nitis Mukhopadhyay1, Yan Zhuang2•
University of Connecticut1, Connecticut College2
02 Jan 2019-Sequential Analysis
TL;DR: In this paper, the authors developed appropriate sampling methodologies for testing hypotheses regarding the difference of mean values from two independent (or dependent) normal populations when their variances were different.
Abstract: In this paper, we develop appropriate sampling methodologies for testing hypotheses regarding the difference of mean values from two independent (or dependent) normal populations when their varianc...

9 citations

Journal Article•10.1080/07474946.2019.1686885•
A general theory of purely sequential minimum risk point estimation (MRPE) of a function of the mean in a normal distribution

[...]

Nitis Mukhopadhyay1, Zhe Wang1•
University of Connecticut1
02 Oct 2019-Sequential Analysis
TL;DR: In this paper, a purely sequential minimum risk point estimation (MRPE) methodology with associated stopping time N is designed to come up with a useful estimation strategy, under an appropriately formula.
Abstract: A purely sequential minimum risk point estimation (MRPE) methodology with associated stopping time N is designed to come up with a useful estimation strategy. We work under an appropriately formula...

8 citations

Journal Article•10.1080/07474946.2019.1574446•
Exact conditional maximized sequential probability ratio test adjusted for covariates

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Ivair R. Silva1, Lingling Li2, Martin Kulldorff2, Martin Kulldorff3•
Universidade Federal de Ouro Preto1, Harvard University2, Brigham and Women's Hospital3
13 May 2019-Sequential Analysis
TL;DR: This paper derives exact critical values for CMaxSPRT, as well as statistical power and expected time to signal, for both continuous and group sequential analysis, and for different rejection boundaries.
Abstract: Sequential analysis is now commonly used for post-market drug and vaccine safety surveillance, and a Poisson stochastic process is typically used for rare adverse events. The conditional maximized ...

6 citations

Journal Article•10.1080/07474946.2019.1686883•
Sequential Model Selection Method for Nonparametric Autoregression

[...]

Ouerdia Arkoun, Jean-Yves Brua, Serguei Pergamenshchikov1•
Tomsk State University1
02 Oct 2019-Sequential Analysis
TL;DR: A new adaptive sequential model selection method based on the efficient sequential kernel estimators proposed by Arkoun and Pergamenshchikov (2016) and a new analytical tool for general regression models to obtain the non-asymptotic sharp oracle inequalities for both usual Quadratic and robust quadratic risks.
Abstract: In this paper for the first time the nonparametric autoregression estimation problem for the quadratic risks is considered. To this end we develop a new adaptive sequential model selection method based on the efficient sequential kernel estimators proposed by Arkoun and Pergamenshchikov (2016). Moreover, we develop a new analytical tool for general regression models to obtain the non asymptotic sharp oracle inequalities for both usual quadratic and robust quadratic risks. Then, we show that the constructed sequential model selection procedure is optimal in the sense of oracle inequalities. MSC: primary 62G08, secondary 62G05

6 citations

Journal Article•10.1080/07474946.2019.1686889•
Adaptive sequential machine learning

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Craig Wilson1, Yuheng Bu1, Venugopal V. Veeravalli1•
University of Illinois at Urbana–Champaign1
02 Oct 2019-Sequential Analysis
TL;DR: A bound is developed to show that the estimate of the change in the minimizers is non trivial provided that the excess risk is small enough and the expected gap between the loss achieved by the approximate minimizer produced by the optimization algorithm and the exact minimizer does not exceed a target level.
Abstract: A framework previously introduced in Wilson et al. (2018) for solving a sequence of stochastic optimization problems with bounded changes in the minimizers is extended and applied to machine learni...

5 citations

Journal Article•10.1080/07474946.2019.1610297•
Selection among Bernoulli populations in comparison with a standard

[...]

Elena M. Buzaianu1•
University of North Florida1
09 Jul 2019-Sequential Analysis
TL;DR: In this paper, the problem of comparing several Bernoulli populations in order to identify the population producing the largest success probability that is also larger than a g is considered, and the problem is solved by comparing the probability of each population to a Gaussian distribution.
Abstract: In this article we consider the problem of comparing several Bernoulli populations in order to identify the population producing the largest success probability that is also larger than a g...

4 citations

Journal Article•10.1080/07474946.2019.1648920•
A Khmaladze-transformed test of fit with ML estimation in the presence of recurrent events

[...]

K. D. Zamba1, Akim Adekpedjou2•
University of Iowa1, Missouri University of Science and Technology2
25 Sep 2019-Sequential Analysis
TL;DR: In this paper, a goodness-of-fit test for the distribution function or the survival function in a recurrent event setting is provided, when the inter-event time parametric structure F(·;θ) is estimated.
Abstract: This article provides a goodness-of-fit test for the distribution function or the survival function in a recurrent event setting, when the inter-event time parametric structure F(·;θ) is estimated ...

4 citations

Journal Article•10.1080/07474946.2019.1648923•
Monitoring a Poisson process subject to gradual changes in the arrival rates

[...]

Marlo Brown1•
Niagara University1
25 Sep 2019-Sequential Analysis
TL;DR: In this paper, the authors consider a Poisson process where the arrival rates change from a known λ 1 to a unknown λ 2 and show that the change point is not abrupt.
Abstract: We look at a Poisson process where the arrival rates change from a known λ1 to a known λ2. Whereas in most of the literature the change-point is abrupt, we model the more realistic assumption that ...
Journal Article•10.1080/07474946.2019.1611308•
Two-stage fixed-width and bounded-width confidence interval estimation methodologies for the common correlation in an equi-correlated multivariate normal distribution

[...]

Shyamal K. De1, Nitis Mukhopadhyay2•
National Institute of Science Education and Research1, University of Connecticut2
09 Jul 2019-Sequential Analysis
TL;DR: In this paper, two-stage and fixed sample size procedures are developed for constructing confidence intervals for the common correlation ρ of an equi-correlated multivariate normal distribution.
Abstract: In this article, two-stage and fixed sample size procedures are developed for constructing confidence intervals for the common correlation ρ of an equi-correlated multivariate normal distribution
Journal Article•10.1080/07474946.2019.1611315•
Tandem-width sequential confidence intervals for a Bernoulli proportion

[...]

Tony Yaacoub1, David Goldsman1, Yajun Mei1, George V. Moustakides2•
Georgia Institute of Technology1, Rutgers University2
09 Jul 2019-Sequential Analysis
TL;DR: In this article, a two-stage sequential method for obtaining tandem-width confidence intervals for a Bernoulli proportion p was proposed, where the term tandemwidth refers to the fact that the halfwidth of the 100(1−α)
Abstract: We propose a two-stage sequential method for obtaining tandem-width confidence intervals for a Bernoulli proportion p. The term “tandem-width” refers to the fact that the half-width of the 100(1−α)...
Journal Article•10.1080/07474946.2019.1574441•
Risk-efficient sequential estimation of multivariate random coefficient autoregressive process

[...]

Bikram Karmakar1, Indranil Mukhopadhyay2•
University of Pennsylvania1, Indian Statistical Institute2
13 May 2019-Sequential Analysis
TL;DR: A sequential procedure is proposed that promises a significant gain in the sample size thus reduction in the costs of implementation and risk efficient in the sense that as the cost of sampling becomes negligible the asymptotic predictive risk of the proposed procedure reaches the oracle predictive risk corresponding to the best fixed sample size procedure.
Abstract: A vector-valued autoregressive time series model is considered. The autoregressive coefficients of the model are random with possible dependencies among them. Estimation of the large number of para...
Journal Article•10.1080/07474946.2019.1648926•
A k-stage procedure for estimating the mean vector of a multivariate normal population

[...]

Ajit Chaturvedi1, Sudeep R. Bapat2, Neeraj Joshi1•
University of Delhi1, University of California, Santa Barbara2
03 Jul 2019-Sequential Analysis
TL;DR: In this paper, the mean vector of a multivariate normal population was estimated by using a k-stage sequential estimation procedure, and second-order approximations were obtained in both the cases.
Abstract: Abstract In this article, we have estimated the mean vector of a multivariate normal population by using a k-stage sequential estimation procedure. Point estimation as well as confidence region estimation is done. Second-order approximations are obtained in both the cases. In case of minimum risk point estimation of , negative regret is achieved.
Journal Article•10.1080/07474946.2019.1648933•
Second-order analysis of regret for sequential estimation of the autoregressive parameter in a first-order autoregressive model

[...]

T.N. Sriram1, S. Yaser Samadi2•
University of Georgia1, Southern Illinois University Carbondale2
25 Sep 2019-Sequential Analysis
TL;DR: In this paper, the authors revisited the problem of sequential point estimation of the autogressive parameter in an autoregressive model of order 1, where the errors are independent and identically distributed.
Abstract: This article revisits the problem of sequential point estimation of the autogressive parameter in an autoregressive model of order 1, where the errors are independent and identically distributed wi...
Journal Article•10.1080/07474946.2019.1611309•
On sequential spectral analysis of amplitude-modulated time series

[...]

Sam Efromovich1•
University of Texas at Dallas1
09 Jul 2019-Sequential Analysis
TL;DR: In this article, a zero-mean and second-order stationary time series of interest (Xt) that cannot be observed directly is considered and an amplitude-modulated time series (Yt) is observed where Xt is a
Abstract: Consider a zero-mean and second-order stationary time series of interest {Xt} that cannot be observed directly Instead an amplitude-modulated time series {Yt}:={AtUtXt} is observed where {At} is a
Journal Article•10.1080/07474946.2019.1574442•
Fixed accuracy confidence interval on the common variance in compound symmetric multivariate normal sampling

[...]

Pritam Sarkar1, Uttam Bandyopadhyay1•
University of Calcutta1
02 Jan 2019-Sequential Analysis
TL;DR: In this article, the authors deal with construction of fixed accuracy confidence intervals for the common variance in compound symmetric multivariate normal distribution by adopting a Stein-type two-stage setup and a completely sequential setup.
Abstract: Abstract This work deals with construction of fixed accuracy confidence intervals for the common variance in compound symmetric multivariate normal distribution by adopting a Stein-type two-stage setup and a completely sequential setup. Related asymptotics are developed and the procedures are evaluated by simulation study.
Journal Article•10.1080/07474946.2019.1648932•
A discussion on adaptive designs for computer experiments

[...]

Noha Youssef1, Henry P. Wynn2•
American University in Cairo1, London School of Economics and Political Science2
25 Sep 2019-Sequential Analysis
TL;DR: The article paper shows how to reduce the full MES method to a simple one by using a special empirical Bayes approximation, rather than using time-consuming integration.
Abstract: Maximum entropy sampling (MES) criteria provide a useful framework for studying sequential designs for computer experiments in a Bayesian framework. However, there is some technical difficulty in making the procedure fully adaptive in the sense of making proper use of previous output as well as input data. In the simple Gaussian set-up only previous input values need to be used. The approach discussed uses a full hierarchical model for the Gaussian process. The idea is to take advantage of the Karhumen-Loeve (K-L) expansion to approximate the process covariance function using an orthogonal function basis. It is argued that this may make it easier to use Bayesian hierarchical models, rather than estimating the covariance parameters directly, using the traditional approach. The article paper shows how to reduce the full MES method to a simple one by using a special empirical Bayes approximation, rather than using time-consuming integration. A simple simulator example is presented to show that full adaptation is beneficial.
Journal Article•10.1080/07474946.2019.1686886•
Scan B-statistic for kernel change-point detection

[...]

Shuang Li1, Yao Xie1, Hanjun Dai1, Le Song1•
Georgia Institute of Technology1
02 Oct 2019-Sequential Analysis
TL;DR: This article used kernel-based nonparametric statistics to detect abrupt change-point detection in statistics and machine learning models, which enjoys fewer assents than the traditional stochastic model.
Abstract: Detecting the emergence of an abrupt change-point is a classic problem in statistics and machine learning. Kernel-based nonparametric statistics have been used for this task, which enjoys fewer ass...
Journal Article•10.1080/07474946.2019.1649347•
Minimum risk sequential point estimation of the stress-strength reliability parameter for exponential distribution

[...]

Eisa Mahmoudi1, Ashkan Khalifeh1, Vahid Nekoukhou•
Yazd University1
25 Sep 2019-Sequential Analysis
TL;DR: In this article, the problem of minimum risk point estimation of the reliability parameter (R) under the stress-strength model, in case the loss is small, was studied. But the reliability parameters were not considered in this paper.
Abstract: In this article, using purely and two-stage sequential procedures, the problem of minimum risk point estimation of the reliability parameter (R) under the stress–strength model, in case the loss fu...
Journal Article•10.1080/07474946.2018.1554885•
Monotonicity and robustness in Wiener disorder detection

[...]

Erik Ekström1, Juozas Vaicenavicius1•
Uppsala University1
02 Jan 2019-Sequential Analysis
TL;DR: In this paper, the problem of detecting a drift change of a Brownian motion under various extensions of the classical case was studied, and the authors considered the case of a random post-change drift.
Abstract: We study the problem of detecting a drift change of a Brownian motion under various extensions of the classical case. Specifically, we consider the case of a random post-change drift and examine mo...
Journal Article•10.1080/07474946.2019.1686937•
Sequential minimum risk point estimation (MRPE) methodology for a normal mean under Linex loss plus sampling cost: First-order and second-order asymptotics

[...]

Nitis Mukhopadhyay1, Soumik Banerjee1•
University of Connecticut1
02 Oct 2019-Sequential Analysis
TL;DR: In this article, a sequential minimum risk point estimation (MRPE) strategy for the unknown mean of a normal population having its variance unknown too was designed under a Linex loss plus a linex loss.
Abstract: We have designed a sequential minimum risk point estimation (MRPE) strategy for the unknown mean of a normal population having its variance unknown too. This is developed under a Linex loss plus li...
Journal Article•10.1080/07474946.2019.1648919•
A hybrid Bayesian-frequentist predictive design for monitoring multi-stage clinical trials

[...]

Zohra Djeridi, Hayet Merabet
25 Sep 2019-Sequential Analysis
TL;DR: In this article, a hybrid-Bayesian frequentist approach using a Bayesian sequential prediction of the index of satisfaction is proposed to solve the problem of finding the optimal index for each user.
Abstract: In this article, we propose a hybrid-Bayesian frequentist approach using a Bayesian sequential prediction of the index of satisfaction. For interim analysis that addresses prediction hypoth...
Journal Article•10.1080/07474946.2019.1648930•
Determination of multiple dependent state repetitive group sampling plan based on the process capability index

[...]

Saminathan Balamurali1, Muhammad Aslam2•
Kalasalingam University1, King Abdulaziz University2
03 Jul 2019-Sequential Analysis
TL;DR: In this paper, a sampling plan called a multiple dependent state repetitive group sampling plan for variable inspection based on the process capability index Cpk is proposed, and the proposed sampling plan can be used for multiple dependent states.
Abstract: In this article, we propose a sampling plan called a multiple dependent state repetitive group sampling plan for variable inspection based on the process capability index Cpk. The proposed sampling...
Journal Article•10.1080/07474946.2019.1574444•
Multi-stage procedures for the minimum risk and bounded risk point estimation of the location of negative exponential distribution under the modified LINEX loss function

[...]

Ajit Chaturvedi1, Sudeep R. Bapat2, Neeraj Joshi1•
University of Delhi1, University of California, Santa Barbara2
03 Apr 2019-Sequential Analysis
TL;DR: In this article, the authors developed purely sequential, two-stage, three-stage and "accelerated" sequential procedures for the point estimation of the location of negative exponential distribution having an unknown scale parameter.
Abstract: Abstract In this paper, we develop purely sequential, two-stage, three-stage, and “accelerated” sequential procedures for the point estimation of the location of negative exponential distribution having an unknown scale parameter. We do minimum risk point estimation by using all four sequential procedures mentioned above. In addition, we do bounded risk point estimation by using three-stage and “accelerated” sequential procedures. Consideration is given to a modified LINEX loss function. We aim at controlling the associated risk functions for all the procedures. Second-order approximations are obtained for the proposed procedures. We also discuss first-order properties for purely sequential procedure.

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