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PROJECT 023 / 102 · Marketing

Campaign ranking under capacity limits.

What precision and recall would observed rankings yield when reviewing a fixed fraction of records?

Focused analytical studyBank marketingExecuted notebook

THE RESULT

What the data shows

The largest computed metric is 1.805 for 0.2; the smallest is 1 for 1.0. Metric: lift (Lift versus random review).

This does not estimate the causal benefit of calling; all records come from past campaigns.

Campaign ranking under capacity limits — chart from the computed study output
Computed study output. Full values and units are available in the results download.
Computed results · 6 of 6 rows. Values rounded for display; source units and raw column names are retained in the download.
review fractionreviewedprecisionrecalllift
0.054530.53420.084731.691
0.19050.53260.16881.686
0.21,8090.56990.3611.805
0.32,7130.53890.51191.706
0.54,5220.40270.63761.275
19,0430.315811
Download the complete result table ↓

THE METHOD

From source to answer

Top-fraction lift curve using the fixed logistic model on later records.

The Python source exposes this study’s transformations. The complete project download includes shared preparation and evaluation routines.

EVALUATION

How the result was checked

First 80% of ordered observations train; final 20% test.

36,168Training observations
9,043Test observations

Fixed models; default decision threshold; no holdout tuning.

Target and input features

Target: subscribed

Inputs: contact, month, day, campaign, pdays, previous, poutcome

Download evaluation record ↓

THE NEXT DECISION

What follows from the finding

Choose a review capacity using operational costs and validate that choice on a fresh period.

Where the conclusion stops

Observational marketing records do not identify campaign uplift. Month and row order are not precise timestamps; repeated-client identifiers are unavailable. Models are research diagnostics, not financial eligibility or automated contact decisions.

Related studies may reuse observations or holdouts. These are historical analyses; associations and backtests do not demonstrate commercial impact. Further model tuning needs new, untouched evaluation data.