Use when interpreting scientific graphs and charts, explaining data visualizations for research presentations, writing figure captions for publications, or analyzing trends in clinical research data. Converts complex visual data into clear, accurate explanations for academic papers, clinical reports, and public presentations.
Interpret and explain scientific graphs, charts, and data visualizations for research publications, clinical presentations, and academic communications with precision and clarity.
from scripts.graph_interpreter import GraphInterpreter
interpreter = GraphInterpreter()
# Comprehensive graph analysis
analysis = interpreter.interpret(
image_path="figure_1.png",
graph_type="kaplan_meier",
context="oncology_phase3_trial",
audience="clinicians"
)
print(analysis.statistical_summary)
print(analysis.clinical_significance)
print(analysis.suggested_caption)
analysis = interpreter.analyze(
graph_type="forest_plot",
data={
"studies": ["Study A", "Study B", "Study C"],
"effect_sizes": [1.2, 0.8, 1.5],
"confidence_intervals": [[1.0, 1.4], [0.6, 1.0], [1.2, 1.8]],
"overall_effect": 1.15,
"heterogeneity_p": 0.04
}
)
Supported Graph Types:
| Graph Type | Common Use | Key Elements to Extract |
|---|---|---|
| Kaplan-Meier | Survival analysis | Median survival, HR, 95% CI, log-rank p |
| Forest Plot | Meta-analysis | Effect size, CI, heterogeneity (I²), weights |
| ROC Curve | Diagnostic accuracy | AUC, sensitivity, specificity, optimal cutoff |
| Box Plot | Distribution comparison | Median, IQR, outliers, whiskers |
| Scatter Plot | Correlation | R², p-value, trend line, outliers |
| Bar Chart | Group comparisons | Means, SEM/SD, significance indicators |
| Heatmap | Expression/omics | Scale, clustering, row/column annotations |
| Volcano Plot | Differential analysis | Fold change, p-value, FDR threshold |
stats = interpreter.extract_statistics(
graph_data,
extract=[
"p_values",
"confidence_intervals",
"effect_sizes",
"sample_sizes",
"statistical_tests"
]
)
Statistical Reporting Standards:
# Example output structure
{
"primary_outcome": {
"measure": "Hazard Ratio",
"value": 0.72,
"ci_95": [0.58, 0.89],
"p_value": 0.003,
"interpretation": "32% risk reduction"
},
"secondary_outcomes": [...],
"significance_level": 0.05,
"multiple_comparison_adjusted": True
}
explanations = interpreter.generate_multi_audience(
analysis,
audiences=["researchers", "clinicians", "patients", "policy_makers"]
)
Explanation Templates:
For Researchers:
"The Kaplan-Meier analysis demonstrates a statistically significant survival advantage for the experimental arm (HR 0.72, 95% CI 0.58-0.89, p=0.003). Median survival improved from 14.2 to 19.6 months. The proportional hazards assumption was verified (p=0.42)."
For Clinicians:
"This trial shows patients on the new treatment lived about 5 months longer on average compared to standard care. The 32% reduction in death risk is significant and clinically meaningful. Consider this option for eligible patients."
For Patients:
"The study found that people taking the new treatment lived longer than those on standard treatment. About 1 in 3 patients benefited from the new treatment. Side effects were manageable."
caption = interpreter.generate_caption(
analysis,
style="journal", # or "presentation", "poster"
word_limit=250,
include_statistics=True
)
Caption Structure:
Figure X. [Brief title]. [What is shown: X-axis shows..., Y-axis shows...,
lines/bars represent...]. [Key finding: Group A showed... compared to
Group B...]. [Statistics: HR 0.72 (95% CI 0.58-0.89), p=0.003].
[Conclusion: This demonstrates...].
appraisal = interpreter.critical_appraisal(
graph_data,
check=[
"appropriate_graph_type",
"axis_scaling",
"error_bars_present",
"sample_size_adequate",
"confounding_controlled",
"generalizability"
]
)
Common Graph Pitfalls:
| Issue | Problem | Better Approach |
|---|---|---|
| Truncated y-axis | Exaggerates differences | Start at 0 or clearly indicate break |
| No error bars | Hides variability | Include SD, SEM, or 95% CI |
| 3D effects | Distorts perception | Use 2D with clear labels |
| Dual y-axes | Confusing comparison | Separate graphs or normalized scale |
| p-hacking indicators | Multiple comparisons | Adjusted p-values, Bonferroni |
# Comprehensive analysis
python scripts/graph_interpreter.py \
--image survival_curve.png \
--type kaplan_meier \
--context "phase_3_oncology" \
--audience clinicians \
--output analysis.json
# Generate publication caption
python scripts/graph_interpreter.py \
--image forest_plot.png \
--type forest_plot \
--generate caption \
--journal-style nature \
--word-limit 200
# Batch process figures
python scripts/graph_interpreter.py \
--batch figures/ \
--output report.html \
--template comprehensive
# Analyze survival curve
analysis = interpreter.interpret(
graph_type="kaplan_meier",
primary_endpoint="overall_survival",
treatment_arms=["Experimental", "Control"],
key_metrics=["median_os", "hr", "ci", "p_value"]
)
# Generate regulatory-ready summary
regulatory_summary = interpreter.generate_regulatory_summary(
analysis,
guideline="ICH_E3"
)
# Interpret meta-analysis
analysis = interpreter.interpret_forest_plot(
studies=included_studies,
check_heterogeneity=True,
assess_publication_bias=True
)
# Generate GRADE assessment
grade_rating = interpreter.generate_grade_rating(analysis)
# Analyze diagnostic test
analysis = interpreter.interpret_roc(
curves=["Test A", "Test B", "Combined"],
optimal_cutoffs=True,
clinical Utility=True
)
# Clinical decision support
decision_aid = interpreter.generate_decision_aid(analysis)
Before Interpretation:
During Interpretation:
After Interpretation:
Statistical Communication:
Visual Analysis:
❌ Correlation = Causation: "X causes Y because they're correlated" ✅ Cautious Interpretation: "X is associated with Y; other factors may explain this"
❌ Overstating Significance: "Highly significant (p<0.001)" as meaning large effect ✅ Proper Framing: "Statistically significant but modest effect size (d=0.2)"
❌ Ignoring Confidence Intervals: Reporting point estimate only ✅ Interval Reporting: "Effect: 1.5 (95% CI: 0.9-2.4), suggesting uncertainty"
Skill ID: 209 | Version: 1.0 | License: MIT