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                <text>: credible subgroups, multiple hypothesis testing, R, subset identification, subgroup&#13;
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                <text>Subset identification methods are used to select the subset of a covariate space over&#13;
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identifying types of patients whose conditional treatment effect is positive. An often&#13;
critical requirement of subset identification methods is multiplicity control, by which the&#13;
family-wise Type I error rate is controlled, rather than the Type I error rate of each&#13;
covariate-determined hypothesis separately. The credible subset (or credible subgroup)&#13;
method provides a multiplicity-controlled estimate of the target subset in the form of two&#13;
bounding subsets: one which entirely contains the target subset, and one which is entirely&#13;
contained by it.&#13;
We introduce a new R package, credsubs, which constructs credible subset estimates&#13;
using a sample from the joint posterior distribution of any regression model, a description&#13;
of the covariate space, and a function mapping the parameters and covariates to the subset&#13;
criterion. We demonstrate parametric and nonparametric applications of the package to&#13;
a clinical trial dataset and a neuroimaging dataset, respectively.</text>
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                <text>Disease spreading simulations are traditionally performed using coupled differential&#13;
equations. However, in the setting of metapopulations, most of the solutions provided by&#13;
this method do not account for the dynamic topography of subpopulations. Conversely,&#13;
the alternative approach of individual-based modeling (IBM) may add computational cost&#13;
and complexity.&#13;
Hybrid models allow for the study of disease spreading because they combine both&#13;
aforementioned approaches by separating them across different scales: a local scale that&#13;
addresses subpopulation dynamics using coupled differential equations and a global scale&#13;
that addresses the contact between these subpopulations using IBM.&#13;
We present a simple way of simulating the spread of disease in dynamic networks using the high-level statistical computational language R and the hybridModels package.&#13;
We built four examples using disease spread models at the local scale in several different&#13;
networks: an animal movement network; a three-node network, whose model solution&#13;
using a stochastic simulation algorithm is compared with the ordinary differential equations approach; the commuting of individuals between patches, which we compare with&#13;
the permanent migration of individuals; and the commuting of individuals within the&#13;
metropolitan area of São Paulo</text>
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                <text>Fernando S. Marques</text>
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                <text>Universidade de São Paulo</text>
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                <text>June 2020</text>
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                <text>Fajar bagus W</text>
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                <text>AssocTests: An R Package for Genetic Association Studies</text>
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                <text> distance regression, genetic association studies, population stratification, TracyWidom test, R</text>
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                <text>The R package AssocTests provides some procedures which are commonly used in&#13;
genetic association studies. These procedures are population stratification correction&#13;
through eigenvectors, principal coordinates of clusterings, Tracy-Widom test, distance&#13;
regression, single-marker test, maximum test based on three Cochran-Armitage trend&#13;
tests, non-parametric trend test, and non-parametric maximum test. The trait values for&#13;
these methods should be discrete or continuous. The discrete traits can be coded by 1/0&#13;
for cases/controls. The genotype values can be 0, 1, or 2 indicating the number of risk&#13;
alleles for a biallelic single-nucleotide polymorphism. This article introduces the methods&#13;
and algorithms implemented in the package. Some examples are provided to illustrate&#13;
the package’s capability</text>
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                <text>Lin Wang</text>
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                <text>https://www.jstatsoft.org/article/view/v094i05</text>
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                <text>Capital University of&#13;
Economics and Business</text>
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                <text>Fajar bagus W</text>
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                <text>BeSS: An R Package for Best Subset Selection in Linear, Logistic and Cox Proportional Hazards Models</text>
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                <text>best subset selection, primal dual active set, model selection, variable selection, R,&#13;
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                <text>We introduce a new R package, BeSS, for solving the best subset selection problem&#13;
in linear, logistic and Cox’s proportional hazard (CoxPH) models. It utilizes a highly&#13;
efficient active set algorithm based on primal and dual variables, and supports sequential&#13;
and golden search strategies for best subset selection. We provide a C++ implementation&#13;
of the algorithm using an Rcpp interface. We demonstrate through numerical experiments based on enormous simulation and real datasets that the new BeSS package has&#13;
competitive performance compared to other R packages for best subset selection purposes</text>
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                <text>Canhong Wen</text>
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                <text>https://www.jstatsoft.org/article/view/v094i04</text>
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and Deldossi (2016). The main feature of this approach is that the follow-up designs are&#13;
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