Say you have a list of 500,000 e-mail addresses. You send your standard campaign on a Monday. Later in the week, you tabulate your results:
- 500,000 recipients.
- 20% open rate = 100,000.
- Of the opens, 20% click through to the website = 20,000 visit website.
- Of the clicks, 5% convert and buy something = 1,000 orders.
- Average Order Value = $100.
- Total Demand = 1,000 * $100 = $100,000.
- Demand per Recipient = $100,000 / 500,000 = $0.20.
- Mailed Group = 400,000 Recipients, $300,000 spent = $0.75 per customer.
- Holdout Group = 100,000 Held Out, $45,000 spent = $0.45 per customer.
- Incremental Lift = $0.75 - $0.45 = $0.30 per customer.
This is why I'm not a fan of open/click/conversion. A mail/holdout test proves the actual value of an e-mail marketing campaign. In this case, we observe $0.30 lift, whereas open/click/conversion yields $0.20 lift.
E-mail marketers, why would you not want to know that your campaigns are working 50% better than when measured via opens/click/conversion?
Just as often, the results aren't optimistic.
- Mailed Group = 400,000 Recipients, $300,000 spent = $0.75 per customer.
- Holdout Group = 100,000 Held Out, $75,000 spent = $0.75 per customer.
- Incremental Lift = $0.75 - $0.75 = $0.00 per customer.
Here's another tidbit. You usually see the $0.30 outcome, or you see the $0.00 outcome ... you seldom see the numbers tie out with opens/clicks/converts. Furthermore, there isn't a ton of variability ... so if you start to see the $0.30 outcome, you're likely to see a result that is consistently better than opens/clicks/converts, or vice versa. Consistency of results will happen if you pick a control group that is large enough to be stable. You don't want a control group of 5,000 customers, you need big numbers in order to get "big reliability"!
This is why you have to execute A/B or multivariate or factorial tests. You need to measure how much of your business will happen without marketing. Classic open/click/conversion metrics really struggle with this topic.

