Guide-linked quiz · Medium Level
AI Demand Forecasting Quiz
Review global forecasting, probabilistic inventory decisions, classical baselines, leakage, external signals, and foundation-model limits.
Question 1 of 8
Why can one global forecasting model help when an organization has many related series?
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- Why can one global forecasting model help when an organization has many related series?
- It can learn shared patterns across series while retaining series-specific inputs
- It guarantees the same forecast error for every series
- It replaces chronological validation with a random split
- It means one model is trained separately for each series
- Why are probabilistic (quantile) forecasts valuable for inventory planning?
- They give a single guaranteed number
- They express a range and confidence so planners can set safety stock against risk
- They eliminate the need for any historical data
- They make forecasts run faster
- Which is a classic statistical forecasting method that predates modern ML approaches?
- Temporal Fusion Transformer
- DeepAR
- ARIMA
- TimesFM
- What is a critical pitfall to avoid when training a demand forecaster?
- Using calendar features
- Including promotion information
- Producing a confidence interval
- Leaking future data into the training of past predictions
- Which external signal would most plausibly improve a forecast for ice cream sales?
- Daily temperature and weather
- Server uptime logs
- The CEO's birthday
- Font choices on the website
- What did the cited decoder-only foundation-model paper report about its model’s zero-shot forecasts?
- It guarantees better forecasts for every business series
- On several public datasets, out-of-the-box accuracy came close to supervised models trained for each dataset
- It eliminates the need for statistical baselines
- It forecasts only with fine-tuning on each target series
- What architecture does the DeepAR paper use to produce forecasts across related time series?
- A single ARIMA model fitted separately to each series
- A static lookup table of future values
- An autoregressive recurrent network trained on many related series
- A diffusion image model that reads plotted charts
- Why evaluate a demand model against statistical baselines?
- To ensure a neural model always wins
- To make data leakage unavoidable
- To remove uncertainty from demand
- To test whether added model complexity improves the target forecast task
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