Latest Research in Statistics Theory
24 research papers · 2026 median publication year
Top Research Topics in Statistics Theory
- Statistics Theory — 11 papers
- Random Matrices and Applications — 2 papers
- Machine Learning — 2 papers
- Computation — 2 papers
- Econometrics — 1 papers
- Methodology — 1 papers
- Ecosystem dynamics and resilience — 1 papers
- Statistical Methods and Inference — 1 papers
- Probability — 1 papers
- Bayesian Methods and Mixture Models — 1 papers
Highest-Cited Papers
- A New Two-Sample Test for Covariance Matrices in High Dimensions: U-Statistics Meet Leading Eigenvalues
- A two-sample mean vector projection test for high-dimensional Behrens–Fisher problems
- Finite-Sample Hausdorff Bounds and Hadamard Sensitivity for Regressions with MNAR Covariates
- Eigenvalue-Decomposition Cost Denoising as an Alternative to Predict-then-Optimize for Shortest-Path Problems
- Generalised Covariances and Correlations
- Gaussian Comparison Theorems for High-Dimensional Posterior Inference
- Unrestricted conditional maximum likelihood estimation for a Fréchet regression model
- Locally Weighted Unified Shape Function and the One-to-One Correspondence with Regime Boundaries: Multi-Regime Local Peak Correspondence, Population Limit Geometry, and the Pseudo-Peak Phenomenon of Global Splitting
- A class of nonparametric homogeneity tests on the circle
- Bernstein-von Mises theorem for sparse generalized linear models
- Proportional-limit asymptotics for Diaconis-Ylvisaker-penalised logistic regression with fitted intercept
- Optimal estimation for Functional Linear Regression with Noisy Discretized Data
- Geometric Fluctuations of the $\sinÎ$ Distance in High-Dimensional Principal Subspace Estimation
- Normal approximation for U-statistics with cross-sectional dependence
- Low-Rank and Sparse Drift Estimation for High-Dimensional Lévy-Driven Ornstein--Uhlenbeck Processes
- Pollak's Minimax Quickest Change Detection: Non-Asymptotic Optimality
- Scalable Bernoulli Factory MCMC for Intractable Marginalised Posteriors
- A Unified Descriptive-Complexity Framework for Model Selection under Correlated Designs
- Estimating the Number of Components in Finite Mixture Models via Variational Approximation
- Kernelized Stein Discrepancy for Goodness-of-Fit Tests and Stein Sampling in R