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                <text>The R Package markets: Estimation Methods for Markets in Equilibrium and Disequilibrium</text>
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                <text>disequilibrium, marginal effects, market clearing, maximum likelihood, short side&#13;
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                <text>Market models constitute a significant cornerstone of empirical applications in business, industrial organization, and policymaking macroeconomics. The econometric literature proposes various estimation methods for markets in equilibrium, which entail a&#13;
market-clearing structural condition, and disequilibrium, which are described based on a&#13;
structural short-side rule. Nonetheless, maximum likelihood estimations of such models&#13;
are computationally demanding, and software providing simple, out-of-the-box methods&#13;
for estimating them is scarce. Therefore, applications rely on project-specific implementations for estimating these models, which hinders research reproducibility and result&#13;
comparability. This article presents the R package markets, which provides a common&#13;
interface with generic functionality simplifying the estimation of models for markets in&#13;
equilibrium and disequilibrium. The package specializes in estimating demanded, supplied, and aggregated market quantities and absolute, normalized, and relative market&#13;
shortages. Its functionality is exemplified via an empirical application using a classic&#13;
dataset of United States credit for housing starts. Moreover, the article details the scope&#13;
and design of the implementation and provides statistical measurements of the computational performance of its estimation functionality gathered via large-scale benchmarking&#13;
simulations. The markets package is free software distributed under the Expat license as&#13;
part of the R software ecosystem. It comprises a set of estimation and analysis tools that&#13;
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                <text>The tipsae package implements a set of small area estimation tools for mapping proportions and indicators defined on the unit interval. It provides for small area models&#13;
defined at area level, including the classical beta regression, zero- and/or one-inflated beta&#13;
and flexible beta ones, possibly accounting for spatial and/or temporal dependency structures. The models, developed within a Bayesian framework, are estimated through Stan&#13;
language, allowing fast estimation and customized parallel computing. The additional&#13;
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as well as variance smoothing and benchmarking functions, improve the user experience&#13;
through the entire process of estimation, validation and outcome presentation. A shiny&#13;
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                <text>Silvia De Nicolò</text>
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                <text>https://www.jstatsoft.org/article/view/v108i01</text>
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                <text>Fajar bagus W</text>
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