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                <text>The existence of latent clusters with different responses to a treatment is a major&#13;
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or unobserved features – e.g., genetic characteristics, personality traits, or hidden motivations – of the subjects. Conventional random- and fixed-effects methods cannot be&#13;
applied to that heterogeneity if the group markers associated with that heterogeneity are&#13;
latent or unobserved. Alternative methods that combine regression models and clustering&#13;
procedures using Dirichlet process are available, but these methods are complex to implement, especially for non-linear regression models with discrete or binary outcomes. This&#13;
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in Ferrari (2020). The methods implemented make it easy for researchers to investigate&#13;
heterogeneity in the effect of treatment or background variables and identify clusters of&#13;
subjects with differential effects. This package provides several features for out-of-thebox estimation and to generate numerical summaries and visualizations of the results. A&#13;
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                <text>This paper introduces software packages for efficiently imputing missing data using&#13;
deep learning methods in Python (MIDASpy) and R (rMIDAS). The packages implement&#13;
a recently developed approach to multiple imputation known as MIDAS, which involves&#13;
introducing additional missing values into the dataset, attempting to reconstruct these&#13;
values with a type of unsupervised neural network known as a denoising autoencoder, and&#13;
using the resulting model to draw imputations of originally missing data. These steps are&#13;
executed by a fast and flexible algorithm that expands both the quantity and the range of&#13;
data that can be analyzed with multiple imputation. To help users optimize the algorithm&#13;
for their particular application, MIDASpy and rMIDAS offer a host of user-friendly tools&#13;
for calibrating and validating the imputation model. We provide a detailed guide to these&#13;
functionalities and demonstrate their usage on a large real dataset.</text>
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                <text>Despite the huge availability of software to estimate cross-sectional spatial models,&#13;
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variable. This paper fills this gap introducing the new R package spldv. The package&#13;
is based on generalized methods of moment (GMM) estimators and includes a series of&#13;
one- and two-step estimators based on different choices of the weighting matrix for the&#13;
moments conditions in the first step, and different estimators for the variance-covariance&#13;
matrix of the estimated coefficients. An important feature of spldv is that users can&#13;
estimate the spatial Durbin model and compute the direct, indirect, and total effects in&#13;
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dataset; (2) they visualize the temporal dynamics of the main variables of interest; and&#13;
(3) they depict the bivariate relationships between a treatment variable and an outcome&#13;
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tools are missing when it comes to random effects. The varTestnlme package for R aims&#13;
at filling this gap. It allows to test whether a subset of the variances and covariances corresponding to a subset of the random effects, are equal to zero using asymptotic property&#13;
of the likelihood ratio test statistic. It also offers the possibility to test simultaneously&#13;
for fixed effects and variance components. It can be used for linear, generalized linear&#13;
or nonlinear mixed-effects models fitted via lme4, nlme or saemix. Numerical methods&#13;
used to implement the test procedure are detailed and examples based on different real&#13;
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volatility of financial assets. The distinguishing feature of these models is that they model&#13;
the latent volatility as a (deterministic) function of past returns and volatilities. This recursive structure results in loop-heavy code which, due to its just-in-time compiler, Julia&#13;
is well-equipped to handle. As such, the entire package is written in Julia, without any&#13;
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Applied Sciences and Arts</text>
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provides an appealing set of features: Rich support for standard data processing tasks and&#13;
excellent flexibility and efficiency for more advanced and non-standard operations. We&#13;
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omission of important explanatory variables, or simultaneity between explanatory and&#13;
response variables. Instrumental variable estimation provides a possible solution. However, valid and strong external instruments are difficult to find. Consequently, internal&#13;
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instrumental variable approaches, i.e., latent instrumental variables estimation (Ebbes,&#13;
Wedel, Boeckenholt, and Steerneman 2005), higher moments estimation (Lewbel 1997),&#13;
heteroscedastic error estimation (Lewbel 2012), joint estimation using copula (Park and&#13;
Gupta 2012) and multilevel generalized method of moments estimation (Kim and Frees&#13;
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                <text>Covariate-adaptive randomization is gaining popularity in clinical trials because they&#13;
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are scattered across the literature, and a single tool kit does not exist for use by clinical&#13;
trial practitioners and researchers to conduct and evaluate these methods. The R package&#13;
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and also reflects recent developments in the field. The package contains comprehensive&#13;
evaluation and comparison tools for use in both randomization procedures and tests. This&#13;
enables power analysis to be conducted to assist the planning of a covariate-adaptive clinical trial. The package also implements a command-line interface to allow for an interactive&#13;
allocation procedure, which is typically the case in real-world applications. In this paper,&#13;
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                <text>Renmin University&#13;
of China</text>
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                <text>The growth of populations is of interest in a broad variety of fields, such as epidemiology, economics or biology. Although a large variety of growth models are available in&#13;
the scientific literature, their application usually requires advanced knowledge of mathematical programming and statistical inference, especially when modelling growth under&#13;
dynamic environmental conditions. This article presents the biogrowth package for R,&#13;
which implements functions for modelling the growth of populations. It can predict growth&#13;
under static or dynamic environments, considering the effect of an arbitrary number of&#13;
environmental factors. Moreover, it can be used to fit growth models to data gathered&#13;
under static or dynamic environmental conditions. The package allows the user to fix&#13;
any model parameter prior to the fit, an approach that can mitigate identifiability issues&#13;
associated to growth models. The package includes common S3 methods for visualization&#13;
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