Geo test: matching markets before moving the budget.

SUPPORTED DECISIONLaunch the test only if the geographies allow a stable counterfactual and if the minimum detectable effect is smaller than the gain required to act.

Directly verifiable evidence

Primary sources to check the key claims.

  1. Google Research, Measuring Ad Effectiveness Using Geo Experiments (opens in a new tab)

    Designing and interpreting geographic experiments.

  2. Google Research, Robust Causal Inference with Paired Geo Experiments (opens in a new tab)

    Robust iROAS estimation and sensitivity to assumptions.

Key distinctions

Three conditions before calculating.

01

A unit without leakage

The geography must limit media exposure, travel, catchment areas and digital spillovers between treatment and control. An administrative border is not always a behavioural border.

02

A comparable pre-trend

The pairs must move together before the test on outcome, distribution, price and major events. A high average correlation is not enough if the gaps drift.

03

Decision power

The minimum detectable effect must be compared with the economic threshold. A test unable to distinguish +4% from zero cannot settle a decision that is profitable from +2%.

Method

Designing a geo test that can actually conclude

  1. 01Define the useful effect

    Write the outcome, the horizon, the population and the minimum uplift that repays the campaign cost; that value becomes the power target.

  2. 02Build the pairs

    Match markets on level, trend, seasonality, distribution, price and competitive mix, and reserve atypical periods for robustness tests.

  3. 03Assign and stabilise

    Randomise the treatment within the pairs, freeze the schedule, control the other levers and monitor exposure leakage during the test.

  4. 04Analyse the difference

    Estimate the treated-control gap, its interval, the pre-trends and the placebos, and report the cost per incremental unit and the influential markets as well.

ORIGINAL ASSET

Twelve pairs of comparable markets

The pairs are ranked by pre-test similarity. Power depends on the variance of differences within pairs, not only on the number of areas.

12 PAIRSmedian correlation 0.91
STANDARD DEVIATION4.8%
EMD3.88%
01LilleRouen0.96
02NantesRennes0.95
03DijonTours0.94
04GrenobleClermont0.93
05ReimsOrléans0.92
06MetzNancy0.91
07CaenAmiens0.90
08AngersLe Mans0.89
09AvignonNîmes0.88
10PauPerpignan0.87
11PoitiersLimoges0.86
12BrestLorient0.85
CSVDownload the matched-market dataset↓
ILLUSTRATIVE EXAMPLE · SIMULATED DATA

Twelve pairs detect an effect of about 3.9%

01 · SITUATION

The historical standard deviation of within-pair differences is 4.8%. The plan keeps twelve pairs, a two-sided risk of 5% and a target power of 80%.

02 · CALCULATION

Approximate minimum detectable effect = (1.96 + 0.84) × 4.8% ÷ √12 = 3.88%. The minimum expected economic gain is 3.2%.

03 · DECISION

The test remains slightly underpowered for the economic threshold. Pairs must be added, the period extended, or the variance reduced through pre-test covariates.

Acceptance conditions

What must be true to act.

  1. 01

    The economic threshold is defined before the power calculation.

  2. 02

    The pairs have stable levels and pre-trends over several periods.

  3. 03

    Assignment within the pairs is randomised and documented.

  4. 04

    Leakage, distribution changes and local events are monitored.

Limits

What this analysis does not prove.

  • A small number of markets makes the inference sensitive to one influential pair.
  • The estimated effects may not transport to very large cities or to untested areas.
  • National campaigns, media without geographic targeting and travel can contaminate the control.

References

Works cited.

  1. Vaver, J. & Koehler, J. (2011), “Measuring Ad Effectiveness Using Geo Experiments”.
  2. Kerman, J., Wang, P. & Vaver, J. (2017), “Estimating Ad Effectiveness Using Geo Experiments in a Time-Based Regression Framework”.
  3. Imbens, G. W. & Rubin, D. B. (2015), Causal Inference for Statistics, Social, and Biomedical Sciences.