MASTERS THESIS TOPICS AND MATERIALS IN STATISTICS

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PhD THESIS TOPICS AND MATERIALS IN STATISTICS

  1. Bayesian hierarchical modeling for the forensic evaluation of handwritten documents
  • Factor models for big data
  • Score-based likelihood ratios and sparse Gaussian processes

4.Shape-restricted random forests and semiparametric prediction intervals

5.Small area prediction and big data visualization: Analysis of soil losses from sheet and rill erosion

  • Interaction forward selection in ultra-high-dimensional functional linear models
  • A framework for statistical and computational reproducibility in large-scale data analysis projects with a focus on automated forensic bullet evidence comparison.
  • High-dimensional time series analysis and its application in economic forecasting
  • Model estimation, identification and inference for next-generation functional data and spatial data
  1. Nowcasting GDP using dynamic factor model: A Bayesian approach
  1. In-silico guided identification of ciliogenesis candidate genes in a non-conventional animal model
  1. Improving reliability in the wind energy industry via field failure predictions based on life, maintenance, and dynamic data from supervisory control and data acquisition systems
  1. Statistical methods for ChIP-seq and microbiome studies using next-generation DNA sequencing data
  1. Statistical causal inference methods and spatio-temporal modeling for animal and human health data
  1. Incorporating multi-scale structures and physiological processes into the modeling of animal movement
  1. Assessing and accounting for correlation in RNA-seq data analysis
  1. Spatially varying coefficient models: Theory and methods
  1. Bayesian hierarchical modeling for disease outbreaks
  1. Statistical methods for gene expression studies using next-generation sequencing experiments.
  • Self-exciting spatio-temporal statistical models for count data with applications to modeling the spread of violence
  • State space models for partially observed biological and agricultural data
  • Developments in MCMC diagnostics and sparse Bayesian learning models, Anand Ulhas Dixit
  • Choosing cutoff values for correlated continuous diagnostic data to estimate sensitivity and specificity
  • Leveraging genetic time series data to improve detection of natural selection
  • Modeling crop phenology using remotely sensed data
  • Non/Semi-parametric learning from data with complex features
  • Multiple hypothesis testing and RNA-seq differential expression analysis accounting for dependence and relevant covariates
  • Survey data integration using mass imputation
  • Learning algorithms for forensic science applications
  • Penalized b-splines and their application with an in depth look at the bivariate tensor product penalized b-spline
  • Some Bayesian methods for univariate density estimation
  • Visualization methods for genealogical and RNA-sequencing studies: Pertinence, software, and applications, Lindsay Rutter

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Random forest robustness, variable importance, and tree aggregation, Andrew Sage

  • Approximate Bayesian approaches and semiparametric methods for handling missing data
  • Selection and assessment of bivariate Markov random field models
  • Statistical methods for microbiome data and antimicrobial resistance analysis
  • Stratification for area frame surveys with multiple estimation goals
  • Some contributions to k-means clustering problems
  • Bayesian analysis of high-dimensional count data
  • Local Polynomial Kernel Smoothing with Correlated Errors
  • Nonlinear models with measurement error: Application to vitamin D
  • Bagged projection methods for supervised classification in big data
  • Accounting for structure in education assessment data using hierarchical models
  • Forensic tool mark comparisons: Tests for the null hypothesis of different sources
  • Statistical methods for bullet matching
  • Methods for analysis and uncertainty quantification for processes recorded through sequences of images
  • On advancing MCMC-based methods for Markovian data structures with applications to deep learning, simulation, and resampling
  • Bayesian inference of virus evolutionary models from next-generation sequencing data
  • Statistical methods for estimation, testing, and clustering with gene expression data
  • Extending removal and distance-removal models for abundance estimation by modeling detections in continuous time
  • Applications of Bayesian hierarchical models in gene expression and product reliability
  • Mixture model and subgroup analysis in nationwide kidney transplant center evaluation
  • Measurement error modeling of physical activity data
  • Statistical methods in modeling disease surveillance data with misclassification
  • Nonparametric regression models with and without measurement error in the covariates, for univariate and vector responses: a Bayesian approach
  • Graphical discovery in stochastic actor-oriented models for social network analysis.
  • Exploring dependence in binary Markov random field models
  • Kernel deconvolution density estimation.
  • Bayesian contributions to the modeling of multivariate macroeconomic data
  • Evaluation of Parametric and Nonparametric Statistical Methods in Genomic Prediction
  • High-dimensional hierarchical models and massively parallel computing.
  • Statistical methods in sports with a focus on win probability and performance evaluation.
  • Bayesian models and inferential methods for forecasting disease outbreak severity
  • Interfacing R with Web Technologies for Interactive Statistical Graphics and Computing with Data
  • Probabilistic methods for quality improvement in high-throughput sequencing data
  • Inference based on data from superpositions of identical renewal processes.
  • Interactive visualization for missing values, time series, and areal data.
  • Small area prediction based on unit level models when the covariate mean is measured with error.
  • Contributions to modeling spatially indexed functional data using a reproducing kernel Hilbert space framework
  • Some methods for handling missing data in surveys
  • Local prediction and classification techniques for machine learning and data mining
  • Statistical methods in detecting differential expressed genes, analyzing insertion tolerance for genes and group selection for survival data.
  • Experimental designs for multiple responses with different models.
  • Applications of technology and large data in statistics education and statistical graphics.
  • Applications of and extensions to state-space models
  • Computer model optimization within hidden constraints
  • Bayesian modeling and computation with latent variables.
  • Perception in statistical graphics
  • An investigation of viral fitness using statistical and computer models of Equine Infectious Anemia Virus infection.
  • A local structure graph model for network analysis
  • Imputation of missing values using quantile regression
  • Modeling, inference and clustering for equivalence classes of 3-D orientations
  • Mixed effects modeling with missing data using quantile regression and joint modelling.
  • Characterizing diurnal and interannual variability in the atmosphere through physical and stochastic models.
  • Contributions to the design and analysis of nondestructive evaluation experiments.

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