High dimensional inference
Web19 de ago. de 2024 · In this chapter, a comprehensive overview of high dimensional inference and its applications in data analytics is provided. Key theoretical … Web22 de jun. de 2024 · Download a PDF of the paper titled Inference in High-dimensional Linear Regression, by Heather S. Battey and Nancy Reid Download PDF Abstract: This …
High dimensional inference
Did you know?
WebIn this work, we study high-dimensional varying-coefficient quantile regression models and develop new tools for statistical inference. We focus on development of valid confidence intervals and honest tests for nonparametric coefficients at a fixed time point and quantile, while allowing for a high-dimensional setting where the number of input ... WebAbstract Linear regression models with stationary errors are well studied but the non-stationary assumption is more realistic in practice. An estimation and inference procedure for high-dimensional...
Web9 de out. de 2024 · In this work we will argue that the bootstrap is very useful for individual and especially for simultaneous inference in high-dimensional linear models, that is for testing individual or group hypotheses H_ {0,j} or H_ {0,G}, and for corresponding individual or simultaneous confidence regions. We thereby also demonstrate its usefulness to deal ... Web19 de nov. de 2006 · High Dimensional Statistical Inference and Random Matrices. Iain M. Johnstone. Multivariate statistical analysis is concerned with observations on several variables which are thought to possess some degree of inter-dependence. Driven by problems in genetics and the social sciences, it first flowered in the earlier half of the last …
Web4 de jul. de 2024 · FACT: High-Dimensional Random Forests Inference. Random forests is one of the most widely used machine learning methods over the past decade thanks to its outstanding empirical performance. Yet, because of its black-box nature, the results by random forests can be hard to interpret in many big data applications. WebHigh Dimensional Change Point Inference: Recent Developments and Extensions J Multivar Anal. 2024 Mar;188:104833. doi: 10.1016/j ... Based on that, we provide a survey of some extensions to general high dimensional parameters beyond mean vectors as well as strategies for testing multiple change points in high dimensions.
Web1 de jul. de 2024 · High-dimensional inference, on the other hand, is much less developed. In particular, although considerable progress has been made for inference in standard high-dimensional regression (Javanmard and Montanari, 2014, van de Geer et al., 2014, Zhang and Zhang, 2014, Ning and Liu, 2024), much less is known for more …
WebCommunication-efficient estimation and inference for high-dimensional quantile regression based on smoothed decorrelated score. Fengrui Di, Fengrui Di. School of Statistics ... we focus on the distributed estimation and inference for a preconceived low-dimensional parameter vector in the high-dimensional quantile regression model with small ... fm extremity\\u0027sWeb12 de jan. de 2024 · In this paper, we review these properties of Bayesian and related methods for several high-dimensional models such as many normal means problem, … fmf30167f107abWeb28 de out. de 2024 · This "high-dimensional regime" is reminiscent of statistical mechanics, which aims at describing the macroscopic behavior of a complex … fm expressions washing instructionsWebHowever, there is a lack of valid inference procedures for such rules developed from this type of data in the presence of high-dimensional covariates. In this work, we develop a penalized doubly robust method to estimate the optimal individualized treatment rule from high-dimensional data. fmf 2021 scheduleWeb1 de jan. de 2024 · For high-dimensional parametric models, estimation and hypothesis testing for mean and covariance matrices have been extensively studied. However, the practical implementation of these methods is fairly limited and is primarily restricted to … fme xsd shp citygmlWeb15 de mai. de 2024 · Abstract: This paper presents a new approach, called perturb-max, for high-dimensional statistical inference in graphical models that is based on applying random perturbations followed by optimization. This framework injects randomness into maximum a-posteriori (MAP) predictors by randomly perturbing the potential function for … greensburg animal.clinicWebBy dealing with strong and weak signals separately, our work combines sparse regression techniques with Stein estimation to build an honest and adaptive confidence set in high-dimensional regression. Corollaries 3 and 4 provide theoretical guarantees for the use of popular sparse regression methods, lasso and MCP, in our two-step method. fmf27 boots