Binkley, Christina, “How Fashion Retailers Know Exactly What You Want,” WSJ, 4/30/2015
Questions:
[1] What types of questions would bricks-and-mortar retailers like to ask in order to improve their financial performance?
[2] What types of data do bricks-and-mortar retailers have about their customers and customer behavior?
[3] How do bricks-and-mortar retailers collect this data?
[4] What types of questions can retailers answer with the data that they have?
[5] What experiments can retailers run to answer questions that they cannot answer with the data that they have?
This article is about the application of data analytics in the retail fashion industry. It is an excellent article for initiating a discussion about the entire data analytics process and highlighting the collaboration required between business people and data analysts to provide value. The article highlights a company called APT, “a specialist in cause-and-effect analytics” in the role of data analyst. Firms in the retail fashion industry, including those who both design and operate their own stores as well as retailers (e.g. Lane Bryant, Chico’s) are cast in the role of business people. Questions that the business people would like to answer include:
– which types of promotions (percentage discounts or absolute dollar values) yield the greatest lift in sales? One firm found that certain customers (personas) responded better to percentage discounts while others responded best to an absolute discount.
– what level of discounting draws new customers versus cannibalizes sales from existing customers? For example, when Chico’s offered steep discounts, they discovered that the discounts caused sales to spike, driven by purchases from their most loyal customers who would purchase anyway. When the discounts ended, sales dropped back to normal levels.
– are there “key products” that drive demand for complementary products in the sense that the complementary product has a cross-price elasticity of demand that is negative. Note 1: market basket analysis might reveal that certain items are often purchased together (correlation) but that is different from a causal relationship. For example, one retailer discovered that introducing golf apparel into their product mix increased the sales of other products, thus the retailer introduced golf apparel across a large percentage of their stores.
Part of the general analytics framework, however, also recognizes that certain questions that one would like to answer cannot be answered from the data on-hand. In these circumstances, one needs to design an experiment to gather the necessary information. The article cites the retail analytics specialist, APT, noting that “the amount of testing by bricks and mortar retailers has increased by 10% each year.”
For example, retailers have run tests on consumer responses to new fabrics and new styles. Interestingly, some stores even test apparel displays. Lane Bryant tested the layout of active wear in their stores: how to arrange tops, bottoms, and sports bras. This idea of testing consumer response to layouts parallels the A/B testing of page layouts in the digital online space.
One significant element of experimental design, highlighted implicitly in the article, is the question of sample population. In the digital space, a large firm like Google or Amazon has sufficient scale to run dozens or hundreds of 1% tests simultaneously and be statistically certain of a truly random sample. This is much more difficult for start-ups as well as bricks-and-mortar retailers. Firms who rely upon loyalty programs must are vulnerable to sampling bias and think consciously of how to move beyond local maxima. The article cites examples of experiments where firms discover significantly different behavior in one region vs. another (e.g. Florida), one customer segment (females v. males), or personas (customer who respond to different types of discounting). The article states that “Chico’s captures data on 90% of sales through its loyalty program.” In context, it is not clear whether this means that 90% of all sales are to customers who are in the loyalty program, or does it mean that of customers who are in the loyalty program (whatever that percentage happens to be), 90% of loyalty-program-customers are documented? What difference does that make in decision-making? For example. Nike is both a retailer and a manufacturer. While the majority of Nike product sales flow through third-party retailers, most of Nike’s data on consumers comes from their Nike outlet and Nike retail stores. What types of questions can Nike answer given the limited data that it has? What types of experiments can it run given so biased a sample population?