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INDEPENDENT RESEARCH / CUSTOMER ENGAGEMENT

Target incremental response, not customer value

Explore the model

Treatment decision matrix
Authored hypotheses, not measured lift

The argument in 30 seconds. Each claim is labelled as a hypothesis, a heuristic, or a requirement.

Most customer lists rank people by what they already spend. That identifies value, but it does not answer the decision a promotion needs to make: whose behavior is likely to change because of this action, and what will that change cost?

The interactive model on this page is an authored comparison of customer states and interventions. Its 0 to 100 indices are Kelvin-selected assumptions. They are not observed lift, causal estimates, or production results.

DECISION FRAME

Value and incremental response are different

High purchase likelihood identifies a valuable customer. Incremental response asks whether an intervention changes what that customer does. Each customer sits at their baseline if the shop holds, and rises by the modeled response to the action you choose. Pick a customer to send them to the model.

0255075100020406080Baseline: repeat likelihood if the shop holds →Modeled response over holding →Hold and protect marginTest a targeted treatmentUse the least costly action that preserves liftDo not buy an outcome the offer cannot changeLapsed regularOne-time buyerDiscount-trainedSteady regularNew high spender

Little discount wasteMost of the discount wasted on a purchase that would have happened anyway

Lapsed regular · Targeted offerRepeat likelihood 22 if the shop holds, 74 under this action: a modeled response of +52 with discount waste 24. Highest recovery per dollar of the four, because the habit is still recent.

Response is the model's repeat likelihood under the action minus under holding. It has the shape of an uplift estimate, but every input is an authored index, so it stays a hypothesis until a randomized treatment and holdout measure it. Quadrant boundaries are schematic.

The question the system answers

A steady regular can be valuable and still be a poor discount target. If that customer already buys every three weeks at list price, a discount may change the price without changing the purchase.

The system asks three questions in order. Is the customer drifting from their own pattern? When would the next purchase normally happen? Is money required to change the outcome, or would a timely message do the same job?

That sequence protects the distinction between baseline purchase likelihood and incremental response.

Why spend ranking picks the wrong customer

Spend ranking puts steady regulars and promotion-trained customers near the top of the same list. They need different treatment.

The steady regular has high baseline purchase likelihood and little reason to receive an offer. The promotion-trained customer may respond to a discount, but each response can deepen the expectation that another discount is coming. The lapsed regular is often the more useful test population because a real habit existed and recently broke.

The model uses 20 percent and 60 percent discounted-order shares as deliberately selected operating thresholds. Below 20 percent, it treats behavior as largely independent of promotions. Above 60 percent, it treats behavior as promotion-led. Those boundaries are heuristics to test, not thresholds learned from customer data.

Prior art and the claim boundary

This decision frame is related to uplift modeling and heterogeneous treatment effects. Those methods estimate how an outcome changes under a treatment, conditional on customer attributes, rather than only predicting who is likely to purchase. Microsoft Research's EconML and the CausalML methodology describe that causal question.

My contribution here is the operating model: how recency against a personal baseline, interval stability, promotion dependence, and margin headroom can route a customer into hold, reminder, targeted offer, or deeper offer decisions.

Purchase history alone cannot establish incrementality. The scores on this page express a decision hypothesis. A randomized treatment and holdout design is required before any response difference can be called lift.

How to read the model

Choose a customer situation and an intervention. Every pairing has four authored indices and a stated failure condition. Move the steady regular across all four actions. Repeat likelihood changes only slightly while discount waste rises sharply. Then move the lapsed regular across the same actions and compare the trade.

The model is useful when it makes the cost of a choice visible. It is wrong if a high score is treated as a measured probability.