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December 22, 2024 12:16
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You have a CSV file called `locations.csv` with columns: name, longitude, latitude, type (including 'Customer' rows), DCs, and plants. | |
I want you to: | |
1. Filter the data to only include rows where `type == 'Customer'`. | |
2. Generate synthetic one-period demand for these customers: | |
- Normal scenario: Draw from a normal distribution (mean=100, std=20), clip negatives at 0. | |
- Lognormal scenario: Draw from a lognormal distribution (mean=4.5, sigma=0.5). | |
3. Compute a local density factor: | |
- Convert lat/lon to radians. | |
- Use a BallTree with haversine distance to count the number of other customers within 100km. | |
- Compute density factor = (neighbors+1)/(average_neighbors+1). | |
4. Apply this density factor to both normal and lognormal demands, producing four scenarios: | |
- Normal Base | |
- Normal Density-Scaled | |
- Lognormal Base | |
- Lognormal Density-Scaled | |
5. Create four separate Folium maps (one per scenario), each saved as an HTML file. | |
- Markers represent customer locations. | |
- Marker size is smaller, scaled by demand (smaller than before). | |
- Initial map zoom is 4. | |
- Color markers based on demand volume (Low: <80 green, Medium: 80-120 orange, High: >=120 red). | |
6. Arrange all four Folium maps side-by-side in a 2x2 grid in a single Jupyter cell using iframes and a simple HTML block (no ipywidgets). | |
7. Finally, create histograms of each demand scenario (Normal Base, Normal Density-Scaled, Lognormal Base, Lognormal Density-Scaled). | |
Please provide a single Python code cell that executes all the above steps and displays both the maps and the histograms in a Jupyter notebook environment. |
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