McGough 2020 - Nowcasting by Bayesian Smoothing
Routing Summary
Full capture of McGough, Johansson, Lipsitch & Menzies (2020), PLoS Comput Biol 16(4): e1007735 (NobBS). 5 notes.
- Need the one-page paper summary and section map? → McGough 2020 - Nowcasting by Bayesian Smoothing - Overview
- Need reporting triangles, right truncation, chain ladder? → McGough 2020 - Reporting Triangle and Chain-Ladder Setup
- Need the NobBS likelihood, random walk, Dirichlet and other priors? → McGough 2020 - NobBS Model and Priors
- Need Tables 1-3, the log score, NobBS vs HH? → McGough 2020 - Evaluation Design and Results
- Need the hazard parameterisation, renewal equation or decision rule (E38/E90)? → Nowcasting Concepts - Delay Hazard Models and the Renewal Equation
- Need time-varying delays, moving windows, limitations? → McGough 2020 - Delay Dynamics, Moving Windows and Limitations
Concept Map
| Concept | Note | Type | Depends On | Key Result |
|---|---|---|---|---|
| Reporting triangle, right truncation | McGough 2020 - Reporting Triangle and Chain-Ladder Setup | definition | Survival Analysis | |
| NobBS model | McGough 2020 - NobBS Model and Priors | definition | chain ladder | , RW on |
| Log score evaluation | McGough 2020 - Evaluation Design and Results | example | Proper Scoring Rules (CRPS, Log Score, Pinball Loss) | dengue rRMSE 0.464 vs 1.24 |
| Window trade-off | McGough 2020 - Delay Dynamics, Moving Windows and Limitations | concept | NobBS model | rRMSE 7.38; about 0.6 |
Notes
- McGough 2020 - Nowcasting by Bayesian Smoothing - Overview — CONTAINS: question, contribution, key result, Source Map, PyMC example link.
- McGough 2020 - Reporting Triangle and Chain-Ladder Setup — CONTAINS: triangle, truncation, chain ladder, data, worked triangle, PyMC sketch.
- McGough 2020 - NobBS Model and Priors — CONTAINS: observation model, priors, nowcast quantity, package defaults, Python simulation.
- McGough 2020 - Evaluation Design and Results — CONTAINS: metrics, binned log score, Tables 1-3.
- Nowcasting Concepts - Delay Hazard Models and the Renewal Equation — CONTAINS: concept note (no raw source) on discrete delay hazards, spurious wave end, renewal equation as triangular solve, decision call (E38, E90).
- McGough 2020 - Delay Dynamics, Moving Windows and Limitations — CONTAINS: delay-0 share, simulated ILI, window study, discussion.
Sources
- McGough 2020 - Nowcasting by Bayesian Smoothing
See Also
Gostic 2020 - Practical Considerations for Measuring Rt - Overview · Linear-Gaussian State-Space Models