Available inputs
- Seven ingredient quantities in kg/m³
- Curing age in days
Known examples
1,030 recorded examples
Prediction target
Compressive strength in MPavs. CatBoost (default), the strongest conventional result in this benchmark.
1,030 examples · 8 inputs · 30 evaluation splits
- Causilo3.9128
- CatBoost4.2017
- LightGBM4.2117
- XGBoost4.2222
- Extra trees5.0033
- Random forest5.1063
- K-nearest neighbors6.5484
- Linear regression8.1534
The task in practice
The public study contains 1,030 measured examples and eight inputs: cement, blast-furnace slag, fly ash, water, superplasticizer, coarse aggregate, fine aggregate and age. Each row represents a mix at a particular age.
- Use past measurements as context. Pair the mix ingredients and age with their measured compressive strength.
- Describe a candidate mix. Provide the same eight measurements for a new recipe, leaving its strength unknown.
- Prioritize the next physical test. Use the estimate to inform a shortlist, then verify the selected mix in the laboratory.
Scope. Validation should include the ingredients and manufacturing conditions of the intended application.
Dataset, sources and evaluation
I-Cheng Yeh, Concrete Compressive Strength (1998), UCI Machine Learning Repository. Original dataset source · CC BY 4.0.
The TabArena-curated OpenML version (46917) supplies the dataset and recorded target, ConcreteCompressiveStrength. Comparison scores come from the retained results_per_split_official.csv evaluation snapshot. These pages describe the task and compare the recorded means; source records are not republished here.
Lower RMSE means the strength estimates were closer to the held-out measurements on this dataset. Laboratory testing would establish whether those estimates improve a recipe shortlist.
Causilo uses its default configuration. Each conventional family uses its strongest reported mean across default, tuned and tuned-ensemble settings. The chart compares reported means, without a claim of statistical significance, customer deployment or operational savings.
Relative error change = (strongest conventional mean − Causilo mean) ÷ strongest conventional mean × 100. A negative change is shown as higher error.
How to read these comparisons · All configurations and original values.
