Latest Research in Structural Health Monitoring Techniques
18 research papers · 2026 median publication year
Top Research Topics in Structural Health Monitoring Techniques
- Survey Sampling and Estimation Techniques — 5 papers
- Methodology — 3 papers
- Machine Learning — 2 papers
- Statistics Theory — 2 papers
- Structural Health Monitoring Techniques — 2 papers
- Ecosystem dynamics and resilience — 1 papers
- Software Reliability and Analysis Research — 1 papers
- Advanced Statistical Methods and Models — 1 papers
- Econometrics — 1 papers
Highest-Cited Papers
- Nonparametric Change-Point Detection and Inference for High-Dimensional Distributions
- 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
- The EM-algorithm and the Method of Moments in Softmax Mixture Models
- Improved Variance Estimation in Homoskedastic Nonparametric Random-Design Regression via a Two-Scale Approach
- Exact Sampling of Gibbs Measures with Estimated Losses
- Sensitivity Analysis of a New Family of Mean-Based Estimators Under Systematic Sampling: A Computational Statistics Perspective
- On E-Backtesting: Generalizations and Sample Size Determination
- A Convex-Dependent NHPP Software Reliability Model and Its Deep-Learning-Based Parameter Estimation
- A robust combined M-estimator for the negative binomial model
- Analyzing Measurement Error in Sensitive Mean Estimation: A Two-Occasion Successive Sampling Approach
- The Global Maximum Point Invariance Theorem: A Statistical Invariant Theory of Structural Break Detection — Unified Shape Function, Standardized Limits, and Multi-Regime Generalization
- Conditional Distribution Specification Testing Based on Data-Dependent Partitions
- The Global Maximum Point Invariance Theorem: A Statistical Invariant Theory of Structural Break Detection — Unified Shape Function, Standardized Limits, and Multi-Regime Generalization
- On the estimation of population mode in time-scaled surveys using ranked auxiliary information
- Two new families of estimators for the population mean under stratified random sampling using an auxiliary attribute
- Fast rates in Bayesian online learning with approximate posteriors
- SAUSS: Stochastic Approximation with Unbiased Simulated Scores for Limited Dependent Variable Models
- EWMA based mean estimation of sensitive variable using randomized response techniques under ranked set sampling for time-scaled surveys