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Dawn of the Data Age Lecture Series
Interpreting Data Like a Pro
Hi. I’m Luciano Pesci…
Co-Founder & CEO, EMPERITAS
● A Services as a Subscription team of economists and data scientists delivering bi-weekly Customer
Lifetime Value intelligence so our clients can beat their competitors for the most profitable customers.
Founder & Director, Utah Community Research Group, Univ. of Utah
● Teach microeconomics, statistics, applied research & data analytics, & American economic history.
● Teach data science for Westminster and developed their 3-class MBA emphasis in data science.
2
Today’s Lecture Outline
● Teach you how to identify data types & context.
● Explain the right way to select analysis methods.
● Show you the core data interpretation skills.
3
4DATA TYPES & CONTEXT
Defining Data Differently
● There are many ways to define data, each
requires a different approach when utilizing it:
○ Origin - How it was created.
○ Totality - If it’s a sample or a census.
○ Scope - Whether it’s been captured over time.
○ Measurement - How it was quantified.
5
What’s The Origin Story?
● Understanding the origin of your data is key
to grasping its context:
○ Experiments produce data with strong causal
patterns but it’s costly to collect & analyze.
○ Survey data is easy to get, but it shows intent or
attitude, not necessarily actual outcomes.
○ Observational data is mostly captured by machines
and shows actual outcomes, but it’s very rigid.
6
What’s the Totality?
● If you have data on every possible unit in a
population of interest, then it’s Census data.
● In most cases you’ll only have a Sample which
can be used to infer patterns about the larger
(unknowable) population.
7
Scoping Time?
● If your data contains different variables, all
measured at the same time, it’s Cross-Sectional.
○ Most data that you encounter will be cross-sectional.
● If your data contains multiple measurements of
the same variable over time, it’s Time Series.
8
Data Measurement?
9
● All data fits into 4 basic types
based on how it was measured:
○ Nominal & Ordinal = CATEGORICAL.
○ Interval & Ratio = CONTINUOUS.
● Identifying data types is a
critical skill to develop.
○ Analysis selection &
interpretation depend on it.
10SELECTING THE RIGHT ANALYSIS
Categorical or Continuous?
● The biggest difference when selecting analysis is
based on whether the data is categorical
(nominal, ordinal) or continuous (interval, ratio).
○ So much of what you can or can’t do is determined by
the data’s measurement type.
○ Time Series vs Cross-Sectional is another important
distinction that radically changes your approach.
11
Looking for Differences
● Tests of difference, like comparing medians
or means, are a good way to find unique
subgroups within the data.
○ This should only be done with continuous data,
though you can use categorical variables for
subgrouping when testing for differences.
12
Looking for Similarities
● Measures of association (like correlation)
are a good way to find patterns that move
together in the data.
● While correlation doesn’t equal causation,
theory can help you understand when
correlations are likely to be real or not.*
13
*Source: www.tylervigen.com/spurious-correlations
14CORE DATA INTERPRETATION SKILLS
Looking At It Both Ways
● You should look at tables & visualizations.
○ Each tells a unique part of the data’s story.
● 3 very specific things to find (when possible
based on your data type):
○ Shape of the distribution
○ Center of the distribution
○ Spread of the distribution
15
Understanding Shape
● The shape of any ordinal, interval or ratio
data is important to its interpretation.
○ Can show multimodality and/or outliers.
● This is much easier to see through a
visualization than from a table of numbers.
16
Understanding Center
● The central value of interval or ratio data
tells you what to predictively expect (it's
potentially the most frequent value).
○ You should calculate both the median & mean.
■ If they differ this is a sign you have skew
in the data, possibly from outliers.
17
Understanding Spread
● The spread of interval and ratio data tells an
important story about precision of your predictability.
○ Calculate the Interquartile Range (IQR).
■ This is found by subtracting the 1st quartile from the 3rd
quartile, and shows 50% of the data.
○ You can also calculate the variance and standard deviation.
18
5-Number Summary
● Between a visualization and the 5-Number
Summary you get most of the information
you need to interpret what’s going on with
your variable.
○ This will show you the min value, quartiles,
median/mean, and max value.
○ The only thing that’s missing is the number of
observations (n-count).
19
20WORKED EXAMPLE
The Example Data’s Origin
● The example data comes from a survey of festival goers (aka customers)
and was linked to observational data about their
lifetime ticket sales.
● It’s a cross-sectional sample (n=3,834) since we
don’t have every festival customer’s feedback and
the data was captured at a single moment in time.
21
Inspecting Your Data File
● Before you start summarizing and visualizing
your data, open the raw file and look around.
● Make sure you can identify what the rows
are, and what each column measures.
○ When in doubt, ask for a data map or data dictionary.
22
Ordinal Data: Years Attended
23
68% of festival customers have been attending for less than 10 years.
1 in 10 have been attending for more than 20 years.
Interval Data: Likelihood to Recommend
24
Min 0
1st Quartile 9
Median 10
Mean 9.2
2nd Quartile 10
Max 10
5-Number Summary
~80% of festival customers are likely
to recommend (9’s & 10’s).
Making It Ordinal: Net Promoter Groups*
● It’s always possible to transform
data from continuous to categorical,
but not the other way around.
○ Likelihood to recommend can be
transformed into categorical
groups to create a simpler metric:
■ Net Promoter Score (NPS).
25
*Source: https://hbr.org/2003/12/the-one-number-you-need-to-grow
From Interval to Ordinal Data: NPS
26
● The Festival’s NPS is: 75%
● We could use these groups for
testing differences, like in their
Customer Lifetime Value.
○ This is often why you want to create
categorical data from continuous data.
Ratio Data: # Tickets Purchased Per Visit
27
Min 0
1st Quartile 2
Median 4
Mean 5.8
2nd Quartile 6
Max 400
5-Number Summary
The presence of outliers hides an important pattern
in this data. To see it, we will drop outliers who
purchase more than 13 tickets per visit.*
*You should ALWAYS note when you drop outliers from analysis.
Ratio Data: # Tickets Purchased Per Visit
28
Min 0
1st Quartile 2
Median 4
Mean 4.4
2nd Quartile 6
Max 12
5-Number Summary
With outliers removed the mean falls to ~4 tickets, and we
can see multimodality for even-numbered purchases.
People don’t like to go to the festival alone.
Ratio Data: Customer Lifetime Value
29
Min 0
1st Quartile 124
Median 336
Mean 1510
2nd Quartile 1125
Max 479878
5-Number SummaryAs with tickets purchased, the presence of outliers is
obscuring any detail in the visualization.
The maximum value of $479,878 is suspiciously high
(though it turns out to be an accurate value, despite
being 55 standard deviations above the mean*).
*Values more than 3 Standard Deviations from the mean are considered outliers.
Ratio Data: Customer Lifetime Value
30
Min 0
1st Quartile 112
Median 249
Mean 486
2nd Quartile 642
Max 2624
5-Number Summary
Dropping outliers above $2,624 causes the mean
to fall significantly from its previous level.
This shows EXTREME leverage in the data.
Ratio Data: Customer Lifetime Value
31
Like most data, the festival’s Customer Lifetime Value
exhibits the Pareto Principle (aka the 80/20 rule).
This means 80% of all CLV comes from 20% of customers.
What We Learned About CLV?
● Most festival customer have been attending for less than 10 years, but
there’s a small group that’s been coming for more than 20.
● Festival customers are unlikely to come alone, they’ll buy 4 tickets,
and virtually all are likely to recommend the festival.
● The average CLV is $486 and 80% of all CLV
comes from just 20% of festival customers.
32
Next Step: Analytics & Predictive Modeling
● The next step for this data would be
multivariate analytics.
○ Tests of difference & measures of association.
○ Present discounted value of future ticket sales.
● After that, we could use all of the data
to build a predictive model for CLV.
33
JOIN US FOR THE NEXT LECTURE
Turning Analytics into Actionable Insights, Thursday October 19th 2017
emperitas.com/lecture

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Interpreting Data Like a Pro - Dawn of the Data Age Lecture Series

  • 1. Dawn of the Data Age Lecture Series Interpreting Data Like a Pro
  • 2. Hi. I’m Luciano Pesci… Co-Founder & CEO, EMPERITAS ● A Services as a Subscription team of economists and data scientists delivering bi-weekly Customer Lifetime Value intelligence so our clients can beat their competitors for the most profitable customers. Founder & Director, Utah Community Research Group, Univ. of Utah ● Teach microeconomics, statistics, applied research & data analytics, & American economic history. ● Teach data science for Westminster and developed their 3-class MBA emphasis in data science. 2
  • 3. Today’s Lecture Outline ● Teach you how to identify data types & context. ● Explain the right way to select analysis methods. ● Show you the core data interpretation skills. 3
  • 4. 4DATA TYPES & CONTEXT
  • 5. Defining Data Differently ● There are many ways to define data, each requires a different approach when utilizing it: ○ Origin - How it was created. ○ Totality - If it’s a sample or a census. ○ Scope - Whether it’s been captured over time. ○ Measurement - How it was quantified. 5
  • 6. What’s The Origin Story? ● Understanding the origin of your data is key to grasping its context: ○ Experiments produce data with strong causal patterns but it’s costly to collect & analyze. ○ Survey data is easy to get, but it shows intent or attitude, not necessarily actual outcomes. ○ Observational data is mostly captured by machines and shows actual outcomes, but it’s very rigid. 6
  • 7. What’s the Totality? ● If you have data on every possible unit in a population of interest, then it’s Census data. ● In most cases you’ll only have a Sample which can be used to infer patterns about the larger (unknowable) population. 7
  • 8. Scoping Time? ● If your data contains different variables, all measured at the same time, it’s Cross-Sectional. ○ Most data that you encounter will be cross-sectional. ● If your data contains multiple measurements of the same variable over time, it’s Time Series. 8
  • 9. Data Measurement? 9 ● All data fits into 4 basic types based on how it was measured: ○ Nominal & Ordinal = CATEGORICAL. ○ Interval & Ratio = CONTINUOUS. ● Identifying data types is a critical skill to develop. ○ Analysis selection & interpretation depend on it.
  • 11. Categorical or Continuous? ● The biggest difference when selecting analysis is based on whether the data is categorical (nominal, ordinal) or continuous (interval, ratio). ○ So much of what you can or can’t do is determined by the data’s measurement type. ○ Time Series vs Cross-Sectional is another important distinction that radically changes your approach. 11
  • 12. Looking for Differences ● Tests of difference, like comparing medians or means, are a good way to find unique subgroups within the data. ○ This should only be done with continuous data, though you can use categorical variables for subgrouping when testing for differences. 12
  • 13. Looking for Similarities ● Measures of association (like correlation) are a good way to find patterns that move together in the data. ● While correlation doesn’t equal causation, theory can help you understand when correlations are likely to be real or not.* 13 *Source: www.tylervigen.com/spurious-correlations
  • 15. Looking At It Both Ways ● You should look at tables & visualizations. ○ Each tells a unique part of the data’s story. ● 3 very specific things to find (when possible based on your data type): ○ Shape of the distribution ○ Center of the distribution ○ Spread of the distribution 15
  • 16. Understanding Shape ● The shape of any ordinal, interval or ratio data is important to its interpretation. ○ Can show multimodality and/or outliers. ● This is much easier to see through a visualization than from a table of numbers. 16
  • 17. Understanding Center ● The central value of interval or ratio data tells you what to predictively expect (it's potentially the most frequent value). ○ You should calculate both the median & mean. ■ If they differ this is a sign you have skew in the data, possibly from outliers. 17
  • 18. Understanding Spread ● The spread of interval and ratio data tells an important story about precision of your predictability. ○ Calculate the Interquartile Range (IQR). ■ This is found by subtracting the 1st quartile from the 3rd quartile, and shows 50% of the data. ○ You can also calculate the variance and standard deviation. 18
  • 19. 5-Number Summary ● Between a visualization and the 5-Number Summary you get most of the information you need to interpret what’s going on with your variable. ○ This will show you the min value, quartiles, median/mean, and max value. ○ The only thing that’s missing is the number of observations (n-count). 19
  • 21. The Example Data’s Origin ● The example data comes from a survey of festival goers (aka customers) and was linked to observational data about their lifetime ticket sales. ● It’s a cross-sectional sample (n=3,834) since we don’t have every festival customer’s feedback and the data was captured at a single moment in time. 21
  • 22. Inspecting Your Data File ● Before you start summarizing and visualizing your data, open the raw file and look around. ● Make sure you can identify what the rows are, and what each column measures. ○ When in doubt, ask for a data map or data dictionary. 22
  • 23. Ordinal Data: Years Attended 23 68% of festival customers have been attending for less than 10 years. 1 in 10 have been attending for more than 20 years.
  • 24. Interval Data: Likelihood to Recommend 24 Min 0 1st Quartile 9 Median 10 Mean 9.2 2nd Quartile 10 Max 10 5-Number Summary ~80% of festival customers are likely to recommend (9’s & 10’s).
  • 25. Making It Ordinal: Net Promoter Groups* ● It’s always possible to transform data from continuous to categorical, but not the other way around. ○ Likelihood to recommend can be transformed into categorical groups to create a simpler metric: ■ Net Promoter Score (NPS). 25 *Source: https://hbr.org/2003/12/the-one-number-you-need-to-grow
  • 26. From Interval to Ordinal Data: NPS 26 ● The Festival’s NPS is: 75% ● We could use these groups for testing differences, like in their Customer Lifetime Value. ○ This is often why you want to create categorical data from continuous data.
  • 27. Ratio Data: # Tickets Purchased Per Visit 27 Min 0 1st Quartile 2 Median 4 Mean 5.8 2nd Quartile 6 Max 400 5-Number Summary The presence of outliers hides an important pattern in this data. To see it, we will drop outliers who purchase more than 13 tickets per visit.* *You should ALWAYS note when you drop outliers from analysis.
  • 28. Ratio Data: # Tickets Purchased Per Visit 28 Min 0 1st Quartile 2 Median 4 Mean 4.4 2nd Quartile 6 Max 12 5-Number Summary With outliers removed the mean falls to ~4 tickets, and we can see multimodality for even-numbered purchases. People don’t like to go to the festival alone.
  • 29. Ratio Data: Customer Lifetime Value 29 Min 0 1st Quartile 124 Median 336 Mean 1510 2nd Quartile 1125 Max 479878 5-Number SummaryAs with tickets purchased, the presence of outliers is obscuring any detail in the visualization. The maximum value of $479,878 is suspiciously high (though it turns out to be an accurate value, despite being 55 standard deviations above the mean*). *Values more than 3 Standard Deviations from the mean are considered outliers.
  • 30. Ratio Data: Customer Lifetime Value 30 Min 0 1st Quartile 112 Median 249 Mean 486 2nd Quartile 642 Max 2624 5-Number Summary Dropping outliers above $2,624 causes the mean to fall significantly from its previous level. This shows EXTREME leverage in the data.
  • 31. Ratio Data: Customer Lifetime Value 31 Like most data, the festival’s Customer Lifetime Value exhibits the Pareto Principle (aka the 80/20 rule). This means 80% of all CLV comes from 20% of customers.
  • 32. What We Learned About CLV? ● Most festival customer have been attending for less than 10 years, but there’s a small group that’s been coming for more than 20. ● Festival customers are unlikely to come alone, they’ll buy 4 tickets, and virtually all are likely to recommend the festival. ● The average CLV is $486 and 80% of all CLV comes from just 20% of festival customers. 32
  • 33. Next Step: Analytics & Predictive Modeling ● The next step for this data would be multivariate analytics. ○ Tests of difference & measures of association. ○ Present discounted value of future ticket sales. ● After that, we could use all of the data to build a predictive model for CLV. 33
  • 34. JOIN US FOR THE NEXT LECTURE Turning Analytics into Actionable Insights, Thursday October 19th 2017 emperitas.com/lecture