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Scientific Assessment

This section documents what MLAP simulations show about predicting 10-hour dead fuel moisture from atmospheric history — how accuracy responds to data sampling, history parameters, ML hyperparameters, and the choice of physical quantities.

How to read these results

Every number here comes from the metric CSVs written by Step 4. Unless stated otherwise:

  • The metric is R² on the best 95% of test data (r2_score, test_p95), which suppresses the handful of outliers that would otherwise dominate the aggregate.
  • The model is Random Forest with scikit-learn defaults.
  • The label is 10-hour fuel moisture, treated as a regression problem.
  • Datasets use \(t_{max\_history} = 32\) h and \(t_{history} = 4\) h unless the study varies them.

Where a trend is consistent across train, test, test_p95 and rmse, it is reported as a trend. Where metrics disagree or the effect is smaller than the scatter between datasets, that is said explicitly.

Two tiers of result

Some sections correspond to written sections of the fuel moisture assessment manuscript. Others report studies that were run but not yet written up — the simulation output exists in full, and those sections are marked with a note. Both are drawn from the same CSVs.

What is assessed

Study Question
Data Sampling How many reference times and grid points are needed?
Historical Data How far back must atmospheric history reach, and how finely sampled?
ML Parameters Which Random Forest and MLP hyperparameters matter?
Physical Quantities Which atmospheric variables actually carry the signal?

Headline findings

  • Random Forest substantially outperforms MLP on identical datasets — R² around 0.89 against 0.79. See ML Parameters.
  • Most hyperparameters barely matter. Two exceptions dominate everything else: Random Forest bootstrap and MLP solver.
  • Spatial and temporal sampling behave differently. More grid points improves accuracy; more reference times does not. See Data Sampling.
  • Shortwave downward flux matters far more than precipitation, and vapor pressure deficit does not substitute for temperature and humidity without loss. See Physical Quantities.
  • Returns on history are real but small — roughly 1% in R² for 50% more history, which rarely justifies the cost. See Historical Data.

Not yet studied

These appear in the manuscript outline but have no simulation results yet:

  • Terrain ruggedness as a feature
  • Restricting data to specific months of the year
  • Restricting data to a specific sub-region
  • Cross-application of a trained model across time
  • Cross-application of a trained model across space

The pipeline supports all five — clip_data_train_test handles the spatial subsetting, and Step 5 handles cross-application — but the runs have not been made.