Regression Modeling
Predict continuous values like sales or temperature using statistical models built from provided data.
Install on your platform
We auto-selected Claude Code based on this skill’s supported platforms.
Run in terminal (recommended)
claude mcp add regression-modeling npx -- -y @trustedskills/regression-modeling
Or manually add to ~/.claude/settings.json
{
"mcpServers": {
"regression-modeling": {
"command": "npx",
"args": [
"-y",
"@trustedskills/regression-modeling"
]
}
}
}Requires Claude Code (claude CLI). Run claude --version to verify your install.
About This Skill
What it does
This skill enables AI agents to perform statistical regression analysis on datasets, identifying relationships between variables and predicting outcomes based on historical data. It automates the process of fitting mathematical models to data points to minimize errors and validate hypotheses.
When to use it
- Analyzing sales trends over time to forecast future revenue based on marketing spend.
- Determining how temperature and humidity affect crop yield in agricultural research.
- Evaluating the impact of specific variables, such as interest rates, on housing prices.
- Validating scientific experiments by checking if observed data aligns with theoretical linear or non-linear models.
Key capabilities
- Fits various regression models (linear, polynomial) to provided datasets.
- Calculates key statistical metrics like R-squared and p-values to assess model fit.
- Identifies significant predictors and quantifies their impact on the target variable.
- Generates visualizations of data points alongside fitted regression lines.
Example prompts
- "Run a linear regression on this CSV file containing hours studied versus exam scores."
- "Fit a polynomial regression model to predict stock prices based on the last 12 months of trading data."
- "Analyze these sensor readings to determine if there is a significant correlation between pressure and temperature."
Tips & gotchas
Ensure your dataset is clean and free of outliers before running analysis, as regression models are sensitive to extreme values. Always interpret the resulting coefficients in the context of your specific domain rather than relying solely on statistical significance.
Tags
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