STA 941
Bayesian Nonparametric Models and Methods
David B. Dunson
Description from DukeHub
Modern nonparametric approaches to statistical analysis. Infinite dimensional Bayesian models: data analysis, inference and prediction. Models of curves, surfaces, probability distributions, partitions and latent feature spaces; nonparametric density estimation, regression and classification; hierarchical, multivariate and functional data analysis models; theory of estimation in function spaces. Methodology of probabilistic process models: Dirichlet, Gaussian, basis/kernel expansion, splines, wavelets, support vector machines and other local regression models. Interfaces of Bayesian:non-Bayesian methods and additional methodological topics. Prerequisite: Statistical Science 732 and 831.
Skills
- data and statisticsdescription: "statistical" and 9 more
- research methodsdescription: "methodology" and 1 more
AI-resilient: 0 of 5
- No: Physical, lab or field work
- No: Live work with people
- No: Judgment someone is accountable for
- No: A craft you practice with your hands or body
- No: Small, in-person format
The checks lean on Microsoft Research, Working with AI (2025), which found generative AI applies least to physical work and hands-on work with people. A signal, not a promise. How the score works
More in STA
- Data Analysis and Statistical Inference STA 101L
- Studying Incarceration with Data STA 116CNL
- Introduction to Data Science and Statistical Thinking STA 199CCL
- Regression Analysis STA 210L
- Regression Analysis: Theory and Applications STA 221L
- Statistical Computing STA 323L