BBC Case_Watson_Final

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Bookbinder's Club Customer Choice Assessment Team Watson Simon Campbell Farah Chandrima Kirby Deng Brandon Hewitt Vivian Ko Mark Rousseau

Transcript of BBC Case_Watson_Final

Page 1: BBC Case_Watson_Final

Bookbinder's Club Customer Choice Assessment

Team Watson

Simon CampbellFarah ChandrimaKirby DengBrandon HewittVivian KoMark Rousseau

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Agenda1 •Background

2 •Key Issue

3 •Objective

4 •Analysis & Insights

5 •Recommendation

6 •Q&A

Team Watson

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Background

•New distribution channels and business models (superstores and online)•These new channels have massive reach and selection

Evolving industry

•Competitors like amazon have robust customer analytics•Deep understanding of customers is key to success

Evolving competition

Team Watson

Key Takeaways:More traditional competitors must find new ways to compete or risk being eliminated

Analytics provides a powerful opportunity to enhance effectiveness

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Key Issue

Key Issue:

• Intensifying competition driving a need for change

Challenge:

• Use predictive marketing models to improve effectiveness of direct mail efforts

Recommendation:

• Increase ROI by using our Customer Choice model • Build, test and implement models for all genres

Team Watson

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Objective

Objective: identify the best model to improve customer targeting to drive profitability for BBBC

Increase Profit

Target most profitable customers

Run Best performing

modelTest Model

Build: Customer

Choice

Build: RFM

Build: Regression

Identify Customer

pool

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Analysis – based on sample of 2,300

Key Takeaway:Customer Choice Model performs the best

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RFM

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RFMLinear Regression

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RFMLinear RegressionCustomer Choice

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Insights – based on sample of 50,000

Powerful variables– Last Purchased (Less recent implies more likely to

purchase)– # of Art history book purchased (+)– # of children’s book purchased (-)– # of cook books purchased (-)– # of DIY books purchased (-)

Profit$0

$5,000

$10,000

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$13,553 $13,988

$22,102 $23,149

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RFM

Customer ChoiceRegres-

sion

63%

BASE

3 %

71% Lift over base Customer Choice Model

- Sort customer from highest likelihood to purchase - Target the top 40% of your customers who are most

likely to purchase

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Recommendation

Update model on an ongoing basis

Utilize existing data and apply similar model for all genres

Use Customer Choice Logit Model for direct mail campaign

Team Watson

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THANK YOU!

QUESTIONS?

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APPENDIXModel details

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Appendix 1 - Detail analysis of each modelsBase RFM Customer Choice Regression

# of Customers 50000 50000 50000 50000

Target (%) 100.00% 90.00% 40.00% 50.00%Expected response rate 9.03% 9.42% 17.72% 15.04%Total variable cost

$130,701.25 $121,448.25 $90,082.00 $98,030.00

Revenue$144,254.

25 $135,436.05 $113,230.80 $120,132.00

Profit$13,553.0

0 $13,987.80 $23,148.80 $22,102.00

Delta over base 0 3.21% 70.80% 63.08%

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Appendix 2 - RFM ModelRFM(Recency, Frequency, Monetary)- Assumes customer who buy more

recently, more frequently and spend more money will be most likely customers to accept a new product offering

- The expected patterns for the RFM model were not apparent in this sample data. Non-buyers of the Art History book actually had higher mean RFM recency and frequency scores than buyers

- There were no expected patterns in the response rates for the Art History book purchase among higher RFM groups, the highest response rates were cut across most RFM segments.

Insights

Advantages- Simple to use- Easy to interpret- Easy to manageDisadvantages- Hard to test for accuracy- The model is not forward looking- Limited amount of variables used, easy to lose

sight on key insights about your customer and what drives their choice

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RFM Model – Decile performance

Deciles# cus in deciles Purchases Cost of mail

Overhead of book

purchasedBook

purchased Total v cost Revenue Profit RFM

10 230 23 149.5 155.25 345 649.75 734.85 85.1

20 460 36 299 243 540 1082 1150.2 68.2

30 690 53 448.5 357.75 795 1601.25 1693.35 92.1

40 920 74 598 499.5 1110 2207.5 2364.3 156.8

50 1150 97 747.5 654.75 1455 2857.25 3099.15 241.9

60 1380 124 897 837 1860 3594 3961.8 367.8

70 1610 147 1046.5 992.25 2205 4243.75 4696.65 452.9

80 1840 163 1196 1100.25 2445 4741.25 5207.85 466.6

90 2070 195 1345.5 1316.25 2925 5586.75 6230.25 643.5

100 2300 204 1495 1377 3060 5932 6517.8 585.8

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RFM Lift Curve

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Appendix 3 - Logit ModelCustomer Choice Logit Model

• Logit model: The logit model we used on our sample data, we were able to predict correctly about 81% of the cases- observed choice is equal to the predicted choice. In this model with all variables included we noticed that we were able to accurately predict cases where the person didn’t purchase the book (91% hit rate) vs person did purchase the book (which was at 40%).

• When we used the model from our sample to the hold out data (2300 record), we were able to predict 2050 out of 2300 accurately- 89%. And out of the 89% we were able to predict 37% choose accurately and for the people that didn’t pick we were about to predict 94% of them. We had very similar results with keeping first purchase in the logit model. Notice that for our rate of predictability, we picked greater than 0.5. This is because we are going with the assumption than less than 0.5 implies that these individuals are on the fence of purchasing the book and leaning more towards purchasing than not purchasing.

• We looked at the variables and decided to take out first purchase since the coefficient wasn’t significant and ran the model to see if we get a better result. And the model only increased slightly not significantly.

Interpretation of Results• Our observation of the analysis of the data was that last

purchase and # of art book purchased had a significant positive impact on the customer’s choice to purchase or not purchase and the following variables had significant negative impacts:

– Gender (male meant less likely to purchase)– Frequency– # of children’s book purchased– # of youth books purchased– # of cook books purchased– # of DIY books purchased.

• In the appendix we have details of the effect of each purchase (in terms of elasticity) but here are some of the items that had greater elasticity than others. Increase of 10% to last purchase will mean an increase of 9.9% increase to likelihood of purchasing the book. Or increase of 10% in historical purchase of art books will mean an increase of 1.9% to our purchase of the book. Increased in frequency by 10% has a 5% decrease to likelihood of purchase.

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Logit Model

Confusion Matrix

Observed / Predicted Choice Response

Dummy (No

Choice)

Response 161 78

Dummy (No Choice) 239 1122

Coefficients

Variables / Coefficient estimates Coefficient estimates

Gender -0.86606Amount purchased 0.001836Frequency -0.09033Last purchase 0.553669P_Child -0.81818P_Youth -0.64249P_Cook -0.93301P_DIY -0.91011P_Art 0.664337Const-1 -0.28339Baseline

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Logit Model

Advantages• Robust model since it allows us to

include several discriminant variables• Great tool to do prediction and analysis

when the dependant variable is categorical (in our case 1,0)

• It is flexible as we do not have to meet the linear regression assumptions

Disadvantages• Can be difficult to use (most time

consuming out of all three models to build)

• It requires more data to get better results

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Logit Model Decile Performance

Decile# cus in deciles

# cus purchased

Portion of cus

purchased in %

Cost of brochures

OH Bk purchased

BK purchased Total cost Revenue Profit

10 230 84 41.18% $149.50 $567.00 $1,260.00 $1,976.50 $2,683.80 $707.30

20 460 121 59.31% $299.00 $816.75 $1,815.00 $2,930.75 $3,865.95 $935.20

30 690 144 70.59% $448.50 $972.00 $2,160.00 $3,580.50 $4,600.80 $1,020.30

40 920 163 79.90% $598.00 $1,100.25 $2,445.00 $4,143.25 $5,207.85 $1,064.60

50 1150 174 85.29% $747.50 $1,174.50 $2,610.00 $4,532.00 $5,559.30 $1,027.30

60 1380 182 89.22% $897.00 $1,228.50 $2,730.00 $4,855.50 $5,814.90 $959.40

70 1610 191 93.63% $1,046.50 $1,289.25 $2,865.00 $5,200.75 $6,102.45 $901.70

80 1840 199 97.55% $1,196.00 $1,343.25 $2,985.00 $5,524.25 $6,358.05 $833.80

90 2070 203 99.51% $1,345.50 $1,370.25 $3,045.00 $5,760.75 $6,485.85 $725.10

100 2300 204 100.00% $1,495.00 $1,377.00 $3,060.00 $5,932.00 $6,517.80 $585.80

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Logit Lift Curve

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Appendix 4 - Regression Model (model 1)• BASIC ASSUMPTION 1 - Linear Model is appropriate: Checking the distribution of the data, it

is clearly not normally distributed. The data is a bimodal distribution. Our dependent variable has 2 possible values: 0 and 1 for choice or no choice. This means we can run a linear regression, however we will have to transform the coefficient results of our coefficients.

Regression Statistics: Model 2 for Choice__0_1 (4 variables, n=1600)

R-Squared Adj.R-Sqr. Std.Err.Reg. Std. Dev. # Cases # Missing t(2.50%,1595) Conf. level

0.200 0.198 0.388 0.433 1600 0 1.961 95.0%

Coefficient Estimates: Model 2 for Choice__0_1 (4 variables, n=1600)

Variable Coefficient Std.Err. t-Stat. P -value Lower95% Upper95% Std. Dev. Std. Coeff.

Constant 0.412 0.024 17.143 0.000 0.365 0.459Frequency -0.011 0.001240 -8.866 0.000 -0.013 -0.008562 7.841 -0.199Gender -0.125 0.020 -6.109 0.000 -0.165 -0.085 0.474 -0.137P_Art 0.216 0.013 16.048 0.000 0.190 0.243 0.735 0.367P_Cook -0.048 0.009506 -5.000 0.000 -0.066 -0.029 1.040 -0.114

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Regression Model (model 2)• Frequency, Gender, Art and Cook have the highest t-values and high levels of significance. We simplify

our regression model and include only these variables. The r-square and adjusted r-squared have only decreased slightly. All variables are still highly significant and have increased their t-values.

• BASIC ASSUMPTION 2 – Residuals follow a normal distribution: • The residuals are not normally distributed, however they have improved in normality from model 1 to

model 2

Regression Statistics: Model 2 for Choice__0_1 (4 variables, n=1600)

R-Squared Adj.R-Sqr. Std.Err.Reg. Std. Dev. # Cases # Missing t(2.50%,1595) Conf. level

0.200 0.198 0.388 0.433 1600 0 1.961 95.0%

Coefficient Estimates: Model 2 for Choice__0_1 (4 variables, n=1600)

Variable Coefficient Std.Err. t-Stat. P -value Lower95% Upper95% Std. Dev. Std. Coeff.

Constant 0.412 0.024 17.143 0.000 0.365 0.459Frequency -0.011 0.001240 -8.866 0.000 -0.013 -0.008562 7.841 -0.199Gender -0.125 0.020 -6.109 0.000 -0.165 -0.085 0.474 -0.137P_Art 0.216 0.013 16.048 0.000 0.190 0.243 0.735 0.367P_Cook -0.048 0.009506 -5.000 0.000 -0.066 -0.029 1.040 -0.114

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Summary of results• The variables Frequency, Gender, P_Art, and P_Cook are all

highly significant in explaining a customer’s choice to buy. We will use these variables and our model (described below) to test against the holdout sample and calculate for logit odds

• Our model is: Y hat = 0.412 + (-0.011)x1 + (-0.125)x2 + 0.216x3 + (-0.048)x4

• To convert these results to probability we must use the formula: logitodds/(1+logitodds) this gives us the probability of customer purchase.

• All values greater than 0.5 were considered a predicted purchase. We then matched predicted choice (purchase or not purchase) against the actual choice outputs. We had only 388 correct matches, or a 17% accuracy. The table below demonstrates this process.

• About 20% of the variability in a customers’ choice to buy or not buy can be explained by our model. P_Art and Frequency were the two factors that had the most influence on a customers’ decision to buy.

• Advantages- Easy to interpret- Tells us how each independent variable

influences the dependant variable- Works well with continuous dependant

variable (not an advantage for our case)

• Disadvantages– Does not work well with discrete

variables (in our model, Choice was 1 or 0 (purchase or not purchase)

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Regression Model Decile Performance

DecileTotal

observationsPurchase at

decile# people

purchasedCost of

brochuresOH Bk

purchasedBK

purchased Total cost Revenue Profit

10 230 38.73% 79 $149.50 $533.25 $1,185.00 $1,867.75 $2,524.05 $656.30

20 460 55.88% 114 $299.00 $769.50 $1,710.00 $2,778.50 $3,642.30 $863.80

30 690 66.67% 136 $448.50 $918.00 $2,040.00 $3,406.50 $4,345.20 $938.70

40 920 76.96% 157 $598.00 $1,059.75 $2,355.00 $4,012.75 $5,016.15 $1,003.40

50 1150 84.80% 173 $747.50 $1,167.75 $2,595.00 $4,510.25 $5,527.35 $1,017.10

60 1380 89.22% 182 $897.00 $1,228.50 $2,730.00 $4,855.50 $5,814.90 $959.40

70 1610 92.65% 189 $1,046.50 $1,275.75 $2,835.00 $5,157.25 $6,038.55 $881.30

80 1840 96.57% 197 $1,196.00 $1,329.75 $2,955.00 $5,480.75 $6,294.15 $813.40

90 2070 99.51% 203 $1,345.50 $1,370.25 $3,045.00 $5,760.75 $6,485.85 $725.10

100 2300 100.00% 204 $1,495.00 $1,377.00 $3,060.00 $5,932.00 $6,517.80 $585.80

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Regression Model Lift Curve

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