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Scaling Personalization via
Machine-Learned
Assortment Optimization
Ethan Rosenthal
Dia&Co
DataEngConf NYC 2018
11/8/2018
eprosenthal
EthanRosenthal
www.ethanrosenthal.com
Nearly 70% of women in the U.S.
are plus-size, but they represent
only 16% of apparel spend
Algorithmically style all
boxes for a day at once
Greedy Humans-in-
the-loop
Queue
Queue
Queue
Queue
Queue
Queue
Queue
Queue
Queue
Pre-distribution of
Wealth
Batch
Batch
ML + OR
Analytics
Machine
Learning
Operations
Research
Machine
Learning
+
Operations
Research
Analytics
Machine
Learning
Operations
Research
Machine
Learning
+
Operations
Research
Send emails at 9 AM
on Tuesdays because
they have the highest
open rates
Analytics
Machine
Learning
Operations
Research
Machine
Learning
+
Operations
Research
Each customer
receives email at time
that they are most
likely to open
Analytics
Machine
Learning
Operations
Research
Machine
Learning
+
Operations
Research
Given deliverability
and throughput,
distribute email sends
across the week
Analytics
Machine
Learning
Operations
Research
Machine
Learning
+
Operations
Research
Given deliverability,
throughput, and
customer’s behavior
maximize opens
Integer
Programming 101
<math><code>
Decision Variables
from pulp import LpVariable
users = range(N)
items = range(M)
user_indicators = {}
for u in users:
user_indicators[u] = LpVariable(f'user_{u}', cat='Binary')
user_item_indicators = {}
for u in users:
for i in items:
user_item_indicators[u, i] = LpVariable(
f'user_{u}_item_{i}', cat='Binary'
)
Objective Function
from pulp import lpSum, lpProblem, lpMaximize
problem = lpProblem('BoxMaker', lpMaximize)
objective_function = []
for u in users:
for i in items:
value = scores[u, i] * user_item_indicators[u, i]
objective_function.append(value)
problem += lpSum(objective_function)
Machine
Learning
Constraints
for u in users:
users_item_count = lpSum(
user_item_indicators[u, i] for i in items
)
problem += users_item_count == 5 * user_indicators[u]
for i in items:
quantity_used = lpSum(
user_item_indicators[u, i] for u in users
)
problem += quantity_used <= quantity_available[i]
Solve
problem.solve()¯_(ツ)_/¯
</math></code>
Productionizing
Productionalizing
Making this thing
automatically and
reliably run in the
cloud
● Software Architecture
● Testing
● Interfaces
● Failure Planning
● Iteration
● Software Architecture
● Testing
● Interfaces
● Failure Planning
● Iteration
Objective Function
Deterministic Scorers
“If item is in-budget, +50 points”
Problem
Solution
Pre-calculate and aggregate
Stochastic Scorers
“If `outfit` in box, +100 points”
Problem
Solution
Create mini-optimization problem
with new decision variables and
constraints
Deterministic Constraints
“User can only receive items that fit”
Problem
Solution
Don’t make these decision variables
Stochastic Constraints
“Customers must receive between X and Y
shirts”
Problem
Mental gymnastics to define constraints
Solution
● Software Architecture
● Testing
● Interfaces
● Failure Planning
● Iteration
Unit Tests are Hard
Test for Behavior
Invest in Test Setup
Functions
● Software Architecture
● Testing
● Interfaces
● Failure Planning
● Iteration
Microservices
● Software Architecture
● Testing
● Interfaces
● Failure Planning
● Iteration
Perfect is the
enemy of good
Minimum Viable Solution
● Software Architecture
● Testing
● Interfaces
● Failure Planning
● Iteration
Frequent
Deployments
Model
Improvements
Tests
Points -> Coefficients
Each scorer becomes an indicator “feature”
Each observation/sample is a box
Learn to predict some box-level metric
f(X) = X * w ~ y
box 1
box 2
.
.
.
box n
0 4
51
.
.
.
.
.
.
31
. .
. .
.
.
.
.
.
.
. .
w_0
w_1
.
.
.
w_n
?
?
.
.
.
?
~*
Thank You!
We’re hiring! www.dia.com/careers
eprosenthal
EthanRosenthal
www.ethanrosenthal.com

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