Pages that link to "Item:Q5700519"

The following pages link to Error Distribution for Gene Expression Data (Q5700519):

Displaying 39 items.

• Asymmetric type II compound Laplace distribution and its application to microarray gene expression (Q434893) (← links)
• An alternative multivariate skew Laplace distribution: properties and estimation (Q451461) (← links)
• Simulation extrapolation estimation in parametric models with Laplace measurement error (Q470488) (← links)
• Weighted \(\ell_1\)-penalized corrected quantile regression for high dimensional measurement error models (Q495344) (← links)
• Detecting simultaneous variant intervals in aligned sequences (Q641121) (← links)
• Maximum likelihood parameter estimation for the multivariate skew-slash distribution (Q734699) (← links)
• Inference in two-piece location-scale models with Jeffreys priors (Q899001) (← links)
• The Gibbs-plaid biclustering model (Q902938) (← links)
• Generalized normal-Laplace AR process (Q923864) (← links)
• Autoregressive processes with normal-Laplace marginals (Q951199) (← links)
• A heavy-tailed empirical Bayes method for replicated microarray data (Q961303) (← links)
• Exploration of distributional models for a novel intensity-dependent normalization procedure in censored gene expression data (Q961384) (← links)
• A connection between the double gamma model and Laplace sample mean (Q1021769) (← links)
• On hyperbolic transformations to normality (Q1658393) (← links)
• Bayesian analysis of two-piece location-scale models under reference priors with partial information (Q1659472) (← links)
• Some optimality properties of FDR controlling rules under sparsity (Q1951159) (← links)
• User-friendly covariance estimation for heavy-tailed distributions (Q2292396) (← links)
• On the robustness of an epsilon skew extension for Burr III distribution on the real line (Q2319491) (← links)
• Estimation in linear regression with Laplace measurement error using Tweedie-type formula (Q2320631) (← links)
• Skewed Kotz distribution with application to financial stock returns (Q2321788) (← links)
• Robust mean change-point detecting through Laplace linear regression using EM algorithm (Q2336787) (← links)
• Linear models with response functions based on the Laplace distribution: statistical formulae and their application to epigenomics (Q2510942) (← links)
• Double-stage discretization approaches for biomarker-based bladder cancer survival modeling (Q2665187) (← links)
• Adaptive Huber Regression (Q3304852) (← links)
• Testing the equality of two high‐dimensional spatial sign covariance matrices (Q4629282) (← links)
• Calibrated zero-norm regularized LS estimator for high-dimensional error-in-variables regression (Q5004050) (← links)
• A New Principle for Tuning-Free Huber Regression (Q5037807) (← links)
• On the robustness properties for maximum likelihood estimators of parameters in exponential power and generalized T distributions* (Q5085599) (← links)
• Model selection in high-dimensional noisy data: a simulation study (Q5107440) (← links)
• Evaluation of Laplace distribution-based ANOVA models applied to microarray data (Q5124814) (← links)
• On a variance stabilizing model and its application to genomic data (Q5129119) (← links)
• Marshall-Olkin Generalized Asymmetric Laplace distributions and processes (Q5148524) (← links)
• FarmTest: Factor-Adjusted Robust Multiple Testing With Approximate False Discovery Control (Q5208092) (← links)
• A semiparametric isotonic regression model for skewed distributions with application to DNA–RNA–protein analysis (Q6079627) (← links)
• Large-Scale Inference of Multivariate Regression for Heavy-Tailed and Asymmetric Data (Q6092949) (← links)
• Robust Signal Recovery for High-Dimensional Linear Log-Contrast Models with Compositional Covariates (Q6190704) (← links)
• Extrapolation in parametric models with Laplace measurement error (Q6543990) (← links)
• Nonparametric simulation extrapolation for measurement-error models (Q6554761) (← links)
• A heavy-tailed model for analyzing miRNA-seq raw read counts (Q6609691) (← links)