Published by Rob J Hyndman and George Athanasopoulos / OTexts
This credits the original publisher. Better Loop membership or a shared assessment is not implied.
The public work
Using Australian quarterly beer-production data, the book compares mean, naïve, and seasonal-naïve forecasts against later observations. Its displayed example shows the seasonal baseline following the observed pattern more closely.
What to notice
Keep an interpretable seasonal baseline and a held-out period; complexity earns its place only when a fair comparison supports it.
Keep the context
One historical series and a displayed comparison. The illustration does not establish that seasonal-naïve forecasts are best for other products, horizons or changing market conditions.
AI use: Not reported in the source.
The inspected source does not report AI-assistant use by its authors.
A useful public example is not an assessment of a reader, a publisher or a Better Loop member.
Authored practice suggestion
Try the idea. Check your own work.
Use material you are allowed to work with. This suggestion is preparation; it does not record a completed task or an improvement.
A check to adapt
No held-out values enter model fitting; all methods use the same horizon, dates and error definition; the seasonal lag is stated.
The notebook applies a 60-month rolling CAPM to technology-industry excess returns using Ken French’s factor and industry data. It displays coefficient tables, confidence-interval plots, and an expanding-window example.
The notebook joins Minnesota household and county data, fits pooled, unpooled and hierarchical radon models, and displays posterior diagnostics and comparisons. The partial-pooling plots show how estimates change with county sample size.
Published byChris Fonnesbeck and contributors / PyMC
The tutorial concatenates NO2 and particulate-measurement tables, shows row-count checks, and joins station coordinates and parameter descriptions. Displayed tables trace how the measurement dataset gains metadata.