Result Detail – Glm
This result completed with warnings.
- The data appear overdispersed relative to the Poisson model (Pearson phi = 9.47; values near 1 are expected). Coefficient standard errors are likely too small — refit with the Negative Binomial family.
- The deviance goodness-of-fit test rejects adequate fit (p = 3.402e-280); residual structure may remain unexplained.
Result Information
- Result ID
- 182
- Type
- Glm
- Status
- completed
- Dataset ID
- 700
- Created
- 2026-09-21 02:15:12.174965
Statistical Test Result
- Test
- glm — glm
- Statistic
- —
- p-value
- 0
- Interpretation
- significant Poisson GLM: GH_COUNT ~ ENV_SOILTN — smallest predictor p = 0
- Value Column
- GH_COUNT
- AIC
- 2948.86 pseudo-R² = 0.6544
- Dispersion (Pearson φ)
- 9.474 — deviance GOF p = 3.402e-280
- Observations
- 207
- Warnings
-
The data appear overdispersed relative to the Poisson model (Pearson phi = 9.47; values near 1 are expected). Coefficient standard errors are likely too small — refit with the Negative Binomial family.The deviance goodness-of-fit test rejects adequate fit (p = 3.402e-280); residual structure may remain unexplained.
Model coefficients
Figures
Coefficient estimates (95% CI)
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Observed vs fitted
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Residuals vs fitted
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Pathway Analysis (same dataset) Help
Method & Provenance
- Method
- Count GLM (Poisson / Negative Binomial)
- Method key
glm(result type:statistical_test, result #182)- Engine
- Python · statsmodels v0.14.6
- Dataset(s)
- #700 gallery — catg_example_05_grasshopper_pest_pressure.csv
- Status
- completed
- Permanent link
- https://cat-g-omxpert.wishartlab.com/results/by-token/e5dac942c0614cd5bc9baa1859614534 Bookmark or share this URL — it does not depend on your session.
- Created
- 2026-09-21 02:15:12.174965
Parameters used
| Parameter | Value |
|---|---|
test_type
| glm |
value_col
| GH_COUNT |
predictor_cols
| ENV_SOILTN |
Execution trace
Reconstructed from the parameters stored with this result — represents the Python/R calls the analysis service made.
import statsmodels.api as sm
model = sm.GLM(y_counts, X_predictors, family=sm.families.Poisson())
fit = model.fit()