CDSP (DSP-110) flashcards
CDSP (DSP-110) · Build recall with a focused review session.
32 cards. Read the term and the definition here. The deck at the top of this page is optional.
- SMART goal criteria
- A goal framing requiring Specific metric, Measurable data, Agreed owner, Relevant decision link, and Time bound; missing elements indicate the problem is not yet defined.
- Cost-of-error framing
- Quantifying the business cost of false positives and false negatives separately; their ratio determines the appropriate classification threshold and acceptable error balance.
- Baseline comparison rule
- The current process performance must be measured and stated before modeling; a model earns adoption only by beating this status quo after accounting for its cost.
- KPI ladder
- A hierarchy of north-star metric, driver metrics, and guardrail metrics; each model objective is mapped to one rung so optimization does not harm protected outcomes.
- Assumption log
- A record of each analytical assumption with its owner and the test that would falsify it; unresolved entries become explicit risks in the final recommendation.
- Decision versus exploration
- A framing rule: repeatable choices call for supervised prediction, unknown structure calls for unsupervised description, and constrained allocation calls for optimization.
- MNAR missingness
- Missingness that depends on the unobserved value itself, so standard imputation biases results; requires sensitivity analysis or explicit modeling of the missingness mechanism.
- MAR missingness
- Missingness explained by observed variables, so model-based imputation using those predictors is valid and generally preferable to simple mean substitution.
- Data leakage
- Use of information unavailable at prediction time, such as statistics fitted before splitting or future values in features; it inflates validation scores and collapses in production.
- IQR outlier fence
- A rule flagging values below Q1 minus 1.5 times the interquartile range or above Q3 plus 1.5 times it; flagged points still require judgment about error versus signal.
- SMOTE resampling
- Synthetic minority oversampling that interpolates between minority neighbors; it alters the class prior, so predicted probabilities need recalibration after application.
- Standardization versus normalization
- Z-score standardization centers data at zero with unit variance and is outlier-sensitive; min-max normalization maps to a fixed range and is even more sensitive to extremes.
- Chronological train-test split
- Splitting time-ordered data so training precedes testing; random shuffling leaks future information into training and overstates expected production performance.
- Data quality dimensions
- Completeness, uniqueness, validity, consistency, timeliness, and accuracy; each is checked against explicit rules before analysis begins.
- Bias-variance tradeoff
- High bias means both training and validation error are high; high variance means low training error with a large validation gap, remedied by regularization or more data.
- Precision-recall versus ROC
- Precision-recall curves and PR-AUC are preferred when positives are rare; ROC-AUC stays optimistic under severe imbalance because it includes abundant true negatives.
- L1 versus L2 regularization
- L1 lasso shrinks some coefficients exactly to zero and selects features; L2 ridge shrinks smoothly and is preferred when predictors are correlated.
- Stratified k-fold
- Cross-validation that preserves the class proportion in every fold; necessary for classification, especially with imbalance, to keep fold metrics comparable.
- RMSE versus MAE
- RMSE is in target units and penalizes large errors heavily; MAE is the average absolute error and is more robust when outliers are present.
- Permutation importance
- A post-hoc measure that shuffles a feature and records the performance drop; it explains model reliance, not causal effect, and is unreliable with correlated features.
- Overfitting signals
- Validation performance degrading while training performance improves, or early learning-curve plateau, indicates the model captures noise rather than generalizable structure.
- Regression residual assumptions
- Linearity, independent errors, constant variance, and normal residuals; violations suggest transformation, robust standard errors, or a different model family.
- Confidence interval meaning
- A 95 percent interval means the procedure captures the true parameter in 95 percent of repeated samples, not that this interval holds it with 95 percent probability.
- p-value definition
- The probability of observing data at least as extreme as collected, assuming the null hypothesis is true; it is not the probability the null is true.
- Statistical versus practical significance
- Large samples make trivial effects statistically significant; always report effect size against a business-relevant threshold alongside the p-value.
- Simpson's paradox
- An association present in aggregated data can reverse within every subgroup; check segment-level direction before reporting an overall effect.
- Multiple comparisons correction
- Testing many hypotheses inflates false positives; Bonferroni divides alpha by the number of tests, while Benjamini-Hochberg controls the false discovery rate.
- Extrapolation risk
- Model validity is bounded by the predictor range and population seen in training; predictions outside that support region are unvalidated and should be flagged.
- Experiment power failure
- An inconclusive result from insufficient sample size differs from a genuine null; distinguish them before concluding the intervention has no effect.
- Answer-first communication
- A structure leading with the decision-relevant conclusion, then supporting evidence, then method detail, so stakeholders encounter the recommendation immediately.
- Audience mapping
- Tailoring content by role: executives need decision, impact, and risk; analysts need method and assumptions; operators need the action and its trigger conditions.
- Chart selection rule
- Bars for category comparison, lines for trends over time, scatter for two-variable relationships, histograms for distributions; pie charts only for few-part wholes.