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© Oliver Wyman
MORTALITY IMPROVEMENT AND IMPACT ON
REINSURANCE
Mark Spong, FSA, CERA, MAAA
Senior Consultant
SEPTEMBER 25, 2019
2© Oliver Wyman
1
4
2
3
What and why
1. What and why - Origin and motivation
for the research
2. Data and methods – Challenges for
the industry, potential opportunities to
use public data sources and research
approach
3. Results –Differentials for key socio-
economic splits
4. Next steps – Practical issues for
setting assumptions and next steps for
research
Results
Data and
methods
Next steps
Today’s approach
Overview of research into mortality improvement differences driven by
socioeconomic factors and implication for reinsurers
What and why1
4© Oliver Wyman
What is mortality improvement?
Mortality improvement is a method to capture long-term mortality trends in
actuarial models
85%
90%
95%
100%
105%
110%
115%
120%
80
85
90
95
100
105
110
115
2010 2015 2020
A/E
Claimamount($millions)
Expected claims
Expected claims may
vary as the mix of
business changes
5© Oliver Wyman
What is mortality improvement?
Mortality improvement is a method to capture long-term mortality trends in
actuarial models
85%
90%
95%
100%
105%
110%
115%
120%
80
85
90
95
100
105
110
115
2010 2015 2020
A/E
Claimamount($millions)
Actual claims Expected claims
Actual claims may be
higher or lower than
expected
6© Oliver Wyman
What is mortality improvement?
Mortality improvement is a method to capture long-term mortality trends in
actuarial models
85%
90%
95%
100%
105%
110%
115%
120%
80
85
90
95
100
105
110
115
2010 2015 2020
A/E
Claimamount($millions)
Actual claims Expected claims A/E 100%
A mortality study may be
centered around 100%
7© Oliver Wyman
What is mortality improvement?
Mortality improvement is a method to capture long-term mortality trends in
actuarial models
85%
90%
95%
100%
105%
110%
115%
120%
80
85
90
95
100
105
110
115
2010 2015 2020
A/E
Claimamount($millions)
Actual claims Expected claims
A/E Historical mortality improvement
Future mortality improvement
Future mortality
improvement projects
the trend into the future
Historical mortality
improvement describes the
trends change over time
8© Oliver Wyman
DR with no unlocking creates the highest reserve. With unlocking, the NPR begins
to take over at most durations.
-40
-20
0
20
40
60
80
100
120
140
160
0 10 20 30
Reserveper1,000ofinsurance
Duration (Years)
NPR
DR - No unlocking
DR - Unlock historic mort
imp
PBR case study
The impact of unlocking the mortality assumption has a significant impact on
future reserve levels for the modeled reserve components
9© Oliver Wyman
State of the industry
Mortality improvement assumptions have become more sophisticated over
time because longevity gains are not evenly distributed
BASIC
(G2 2012)
ADVANCED
(MP 2018)
NEXT GEN
Age
Gender
Calendar Year
Income
Education
Occupation
  
 

 








 
The next generation of mortality improvement will be further refined to differentiate
by socioeconomic and other demographic variables
Degree of sophistication
10© Oliver Wyman
State of the industry
Socioeconomic factors are know to be key drivers of mortality improvement
and the gap is expected to widen
1. SOA - Drivers of U.S. Mortality Improvement Expert Panel Forum Report, January 2019
2. Living to 100 - Causal Mortality by Socioeconomic Circumstances: A Model to Assess the Impact of Policy Options on Inequalities in Life Expectancy
3. Social Security Administration - Trends in Mortality Differentials and Life Expectancy, 2007
4. Center for Retirement Research at Boston College – Rising Inequality in Life Expectancy by Socioeconomic Status, 2017
5. Annual Review of Public Health – Increasing Disparities in Mortality by Socioeconomic Status, April 2018
This study finds a difference in both
the level and the rate of change in
mortality improvement over time by
socioeconomic status…3
…mortality inequality is increasing highlights
a growing relationship between
[socioeconomic status] and life expectancy.4
…the most important driver affecting
U.S. mortality past the next 10 years
[is] socioeconomic status inequity1
Recent evidence indicates that inequities in
life expectancy in England have not only
widened, but are forecasted to widen further.2
In recent years, there has been a major increase in the availability of data linking mortality risk and measures of
socioeconomic status. The result has been a virtual explosion of new empirical research showing not only the
existence of large inequities in the risk of death between those at the top and those at the bottom of the
socioeconomic distribution, but also that the gaps have been growing.5
11© Oliver Wyman
50 55 60 65 70 75 80
86
0
84
87
88
90
85
83
89
+6%
+4%
+4%
1.25% MI
0.75% MI
0% MI
Starting age
Lifeexpectancy
Refining mortality improvement assumption is a small assumption but has a large
impact; getting it right is not merely an exercise in ‘sharpening the pencil’
Mortality improvement has a large impact on life expectancy
Moderate differentials in mortality improvement change remaining life
expectancy by years not months
Data and methods2
13© Oliver Wyman
Public1
• Many challenges to
obtaining or sharing
proprietary data
2
• Needs more data
because splitting by
socioeconomic
groups thins the data
considerably
Long-term3
• Needs more data than
base mortality since it
measures changes
over time
• Improvement trends
are inherently long
term and data needs
to span decades
rather than years
Relevant
• Needs to contain
mortality data as well as
detailed demographic
information
• Needs to pertain to
general US population or
represent insured/annuity
population
4Large
Data
Getting the right data has been a major barrier for reinsurers and direct
writers
14© Oliver Wyman
Data
Successfully obtained data from U.S. Census/CDC spanning 1980-2005 with
3.8 million records and over 550,000 deaths
Dataset is explicitly for studying the effects of differentials in demographic and
socioeconomic characteristics on mortality
OCCUPATION, INDUSTRY
CITIZENSHIP, VET STATUS
AGE, GENDER, RACE, TOBACCO
GEOGRAPHY
INCOME, EDUCATION
DEATH, CAUSE OF DEATH
15© Oliver Wyman
Smoothing approach and limitation
Average Box Smoothing is a simple approach to apply in practice
Used a 3x3 box
Before Smoothing After Smoothing
1
1
1/9 1/9
1/9 2/9 1/9 1/9
1/9 1/9 1/9
1/9 1/9 1/9
Future research will use the Whittaker-Henderson-Lowrie smoothing approach to be
consistent with MP-2018 and does incorporate credibility of cell level data
• Mortality rates are
artificially low along
the edges of the array
• All cells are given
equal weight meaning
that the credibility of
individual cells is
ignored
Limitations
16© Oliver Wyman
Dynamic validation vs MP-2018
Data follows general trend of MP tables
Female Data MI Rates Female MP MI Rates
Male Data MI Rates Male MP MI Rates
17© Oliver Wyman
Statistical tools and user interface
The app enables users to calculate historical mortality improvement in real time
Web interface still in development
Access raw and smoothed mortality plus
raw and smoothed mortality improvement
via tabs that update automatically
User can select one or more filters via
drop down options
Results can be downloaded to CSV for
further analysis
18© Oliver Wyman
Statistical tools and user interface
Results3
20© Oliver Wyman
2
3
4
5
1
What can the data actually tell us?
Level set expectations
Data is 20+ years old
Absolute mortality improvement rates may not be
robust predictors of future mortality improvement
Layering on filters increases volatility
Each additional filter reduces the exposure and
deaths in individual cells which is already spread thin
Demographic data is at a point in time
35 cohorts were tracked between 5 and 11 years and
demographics only represent a snapshot at the start
Most exposure falls outside of key age range
Leading cause of death, accidents, tend to be more
resistant to improvement
Historical trends may not continue
Longevity gains driven by medical advances, like statin
drugs, may have reached their full effect
Conclusions
Long term patterns show
mortality improvement
differences are real and
linked to socioeconomic
factors
The differences can be
expected to continue into
the future
Overly refined projections
or complex models are an
exercise in spurious
precision
A rule of thumb to
differentiate mortality
improvement by SES
may be the best balance
of transparency and
accuracy
21© Oliver Wyman
Summary of results
A ‘rule of thumb’ approach demonstrates differentials without getting lost in
the weeds
8th Grade or Less
Complete Some/All
of High School
Complete Some/All
of College
Below the Poverty
Line
Blue Collar
White Collar
Female
Male
Rural
Urban
Average-1.5%
-1.0%
-0.5%
0.0%
0.5%
1.0%
1.5%
2.0%
2.5%
Education Income Gender Urban
HistoricalMortalityImprovementRates1
Mortality Improvement from 1987-1998, Ages 60-80
* Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
22© Oliver Wyman
Summary of results
A ‘rule of thumb’ approach demonstrates differentials without getting lost in
the weeds
8th Grade or Less
Complete Some/All
of High School
Complete Some/All
of College
Below the Poverty
Line
Blue Collar
White Collar
Female
Male
Rural
Urban
Average-1.5%
-1.0%
-0.5%
0.0%
0.5%
1.0%
1.5%
2.0%
2.5%
Education Income Gender Urban
HistoricalMortalityImprovementRates1
Mortality Improvement from 1987-1998, Ages 60-80
* Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
23© Oliver Wyman
Summary of results
A ‘rule of thumb’ approach demonstrates differentials without getting lost in
the weeds
8th Grade or Less
Complete Some/All
of High School
Complete Some/All
of College
Below the Poverty
Line
Blue Collar
White Collar
Female
Male
Rural
Urban
Average-1.5%
-1.0%
-0.5%
0.0%
0.5%
1.0%
1.5%
2.0%
2.5%
Education Income Gender Urban
HistoricalMortalityImprovementRates1
Mortality Improvement from 1987-1998, Ages 60-80
* Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
24© Oliver Wyman
Summary of results
A ‘rule of thumb’ approach demonstrates differentials without getting lost in
the weeds
8th Grade or Less
Complete Some/All
of High School
Complete Some/All
of College
Below the Poverty
Line
Blue Collar
White Collar
Female
Male
Rural
Urban
Average-1.5%
-1.0%
-0.5%
0.0%
0.5%
1.0%
1.5%
2.0%
2.5%
Education Income Gender Urban
HistoricalMortalityImprovementRates1
Mortality Improvement from 1987-1998, Ages 60-80
* Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
Next steps4
26© Oliver Wyman
Next steps
Practical issues pose challenges to setting mortality improvement
assumptions that differentiate by SES
Model structure Inconsistency Research
• Mortality improvement may be
structured as a constant, vector or two
dimensional array
• Improvement may be expected to trend
to a long term average or end after a
fixed number of years
• Adjustments may be additive (e.g. +25
bps) or applied as a scalar (e.g. 120%)
• Diversity of practice across an
enterprise due to model structure,
institutional inertia, and line-of-sight
challenges
• Often viewed as a minor or secondary
assumption, possibly because
supporting data has been relatively thin
• Mortality improvement is caused by
medical and lifestyle changes and
statistical fluctuations which make it
more challenging to study
• Industry experience studies do not
typically rely on cause of death
analysis, which may be the key to
better predicting mortality improvement
SOA 2019 Reinsurance Seminar Mortality Improvement and Impact on Reinsurance - Mark Spong

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SOA 2019 Reinsurance Seminar Mortality Improvement and Impact on Reinsurance - Mark Spong

  • 1. © Oliver Wyman MORTALITY IMPROVEMENT AND IMPACT ON REINSURANCE Mark Spong, FSA, CERA, MAAA Senior Consultant SEPTEMBER 25, 2019
  • 2. 2© Oliver Wyman 1 4 2 3 What and why 1. What and why - Origin and motivation for the research 2. Data and methods – Challenges for the industry, potential opportunities to use public data sources and research approach 3. Results –Differentials for key socio- economic splits 4. Next steps – Practical issues for setting assumptions and next steps for research Results Data and methods Next steps Today’s approach Overview of research into mortality improvement differences driven by socioeconomic factors and implication for reinsurers
  • 4. 4© Oliver Wyman What is mortality improvement? Mortality improvement is a method to capture long-term mortality trends in actuarial models 85% 90% 95% 100% 105% 110% 115% 120% 80 85 90 95 100 105 110 115 2010 2015 2020 A/E Claimamount($millions) Expected claims Expected claims may vary as the mix of business changes
  • 5. 5© Oliver Wyman What is mortality improvement? Mortality improvement is a method to capture long-term mortality trends in actuarial models 85% 90% 95% 100% 105% 110% 115% 120% 80 85 90 95 100 105 110 115 2010 2015 2020 A/E Claimamount($millions) Actual claims Expected claims Actual claims may be higher or lower than expected
  • 6. 6© Oliver Wyman What is mortality improvement? Mortality improvement is a method to capture long-term mortality trends in actuarial models 85% 90% 95% 100% 105% 110% 115% 120% 80 85 90 95 100 105 110 115 2010 2015 2020 A/E Claimamount($millions) Actual claims Expected claims A/E 100% A mortality study may be centered around 100%
  • 7. 7© Oliver Wyman What is mortality improvement? Mortality improvement is a method to capture long-term mortality trends in actuarial models 85% 90% 95% 100% 105% 110% 115% 120% 80 85 90 95 100 105 110 115 2010 2015 2020 A/E Claimamount($millions) Actual claims Expected claims A/E Historical mortality improvement Future mortality improvement Future mortality improvement projects the trend into the future Historical mortality improvement describes the trends change over time
  • 8. 8© Oliver Wyman DR with no unlocking creates the highest reserve. With unlocking, the NPR begins to take over at most durations. -40 -20 0 20 40 60 80 100 120 140 160 0 10 20 30 Reserveper1,000ofinsurance Duration (Years) NPR DR - No unlocking DR - Unlock historic mort imp PBR case study The impact of unlocking the mortality assumption has a significant impact on future reserve levels for the modeled reserve components
  • 9. 9© Oliver Wyman State of the industry Mortality improvement assumptions have become more sophisticated over time because longevity gains are not evenly distributed BASIC (G2 2012) ADVANCED (MP 2018) NEXT GEN Age Gender Calendar Year Income Education Occupation                   The next generation of mortality improvement will be further refined to differentiate by socioeconomic and other demographic variables Degree of sophistication
  • 10. 10© Oliver Wyman State of the industry Socioeconomic factors are know to be key drivers of mortality improvement and the gap is expected to widen 1. SOA - Drivers of U.S. Mortality Improvement Expert Panel Forum Report, January 2019 2. Living to 100 - Causal Mortality by Socioeconomic Circumstances: A Model to Assess the Impact of Policy Options on Inequalities in Life Expectancy 3. Social Security Administration - Trends in Mortality Differentials and Life Expectancy, 2007 4. Center for Retirement Research at Boston College – Rising Inequality in Life Expectancy by Socioeconomic Status, 2017 5. Annual Review of Public Health – Increasing Disparities in Mortality by Socioeconomic Status, April 2018 This study finds a difference in both the level and the rate of change in mortality improvement over time by socioeconomic status…3 …mortality inequality is increasing highlights a growing relationship between [socioeconomic status] and life expectancy.4 …the most important driver affecting U.S. mortality past the next 10 years [is] socioeconomic status inequity1 Recent evidence indicates that inequities in life expectancy in England have not only widened, but are forecasted to widen further.2 In recent years, there has been a major increase in the availability of data linking mortality risk and measures of socioeconomic status. The result has been a virtual explosion of new empirical research showing not only the existence of large inequities in the risk of death between those at the top and those at the bottom of the socioeconomic distribution, but also that the gaps have been growing.5
  • 11. 11© Oliver Wyman 50 55 60 65 70 75 80 86 0 84 87 88 90 85 83 89 +6% +4% +4% 1.25% MI 0.75% MI 0% MI Starting age Lifeexpectancy Refining mortality improvement assumption is a small assumption but has a large impact; getting it right is not merely an exercise in ‘sharpening the pencil’ Mortality improvement has a large impact on life expectancy Moderate differentials in mortality improvement change remaining life expectancy by years not months
  • 13. 13© Oliver Wyman Public1 • Many challenges to obtaining or sharing proprietary data 2 • Needs more data because splitting by socioeconomic groups thins the data considerably Long-term3 • Needs more data than base mortality since it measures changes over time • Improvement trends are inherently long term and data needs to span decades rather than years Relevant • Needs to contain mortality data as well as detailed demographic information • Needs to pertain to general US population or represent insured/annuity population 4Large Data Getting the right data has been a major barrier for reinsurers and direct writers
  • 14. 14© Oliver Wyman Data Successfully obtained data from U.S. Census/CDC spanning 1980-2005 with 3.8 million records and over 550,000 deaths Dataset is explicitly for studying the effects of differentials in demographic and socioeconomic characteristics on mortality OCCUPATION, INDUSTRY CITIZENSHIP, VET STATUS AGE, GENDER, RACE, TOBACCO GEOGRAPHY INCOME, EDUCATION DEATH, CAUSE OF DEATH
  • 15. 15© Oliver Wyman Smoothing approach and limitation Average Box Smoothing is a simple approach to apply in practice Used a 3x3 box Before Smoothing After Smoothing 1 1 1/9 1/9 1/9 2/9 1/9 1/9 1/9 1/9 1/9 1/9 1/9 1/9 Future research will use the Whittaker-Henderson-Lowrie smoothing approach to be consistent with MP-2018 and does incorporate credibility of cell level data • Mortality rates are artificially low along the edges of the array • All cells are given equal weight meaning that the credibility of individual cells is ignored Limitations
  • 16. 16© Oliver Wyman Dynamic validation vs MP-2018 Data follows general trend of MP tables Female Data MI Rates Female MP MI Rates Male Data MI Rates Male MP MI Rates
  • 17. 17© Oliver Wyman Statistical tools and user interface The app enables users to calculate historical mortality improvement in real time Web interface still in development Access raw and smoothed mortality plus raw and smoothed mortality improvement via tabs that update automatically User can select one or more filters via drop down options Results can be downloaded to CSV for further analysis
  • 18. 18© Oliver Wyman Statistical tools and user interface
  • 20. 20© Oliver Wyman 2 3 4 5 1 What can the data actually tell us? Level set expectations Data is 20+ years old Absolute mortality improvement rates may not be robust predictors of future mortality improvement Layering on filters increases volatility Each additional filter reduces the exposure and deaths in individual cells which is already spread thin Demographic data is at a point in time 35 cohorts were tracked between 5 and 11 years and demographics only represent a snapshot at the start Most exposure falls outside of key age range Leading cause of death, accidents, tend to be more resistant to improvement Historical trends may not continue Longevity gains driven by medical advances, like statin drugs, may have reached their full effect Conclusions Long term patterns show mortality improvement differences are real and linked to socioeconomic factors The differences can be expected to continue into the future Overly refined projections or complex models are an exercise in spurious precision A rule of thumb to differentiate mortality improvement by SES may be the best balance of transparency and accuracy
  • 21. 21© Oliver Wyman Summary of results A ‘rule of thumb’ approach demonstrates differentials without getting lost in the weeds 8th Grade or Less Complete Some/All of High School Complete Some/All of College Below the Poverty Line Blue Collar White Collar Female Male Rural Urban Average-1.5% -1.0% -0.5% 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% Education Income Gender Urban HistoricalMortalityImprovementRates1 Mortality Improvement from 1987-1998, Ages 60-80 * Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
  • 22. 22© Oliver Wyman Summary of results A ‘rule of thumb’ approach demonstrates differentials without getting lost in the weeds 8th Grade or Less Complete Some/All of High School Complete Some/All of College Below the Poverty Line Blue Collar White Collar Female Male Rural Urban Average-1.5% -1.0% -0.5% 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% Education Income Gender Urban HistoricalMortalityImprovementRates1 Mortality Improvement from 1987-1998, Ages 60-80 * Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
  • 23. 23© Oliver Wyman Summary of results A ‘rule of thumb’ approach demonstrates differentials without getting lost in the weeds 8th Grade or Less Complete Some/All of High School Complete Some/All of College Below the Poverty Line Blue Collar White Collar Female Male Rural Urban Average-1.5% -1.0% -0.5% 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% Education Income Gender Urban HistoricalMortalityImprovementRates1 Mortality Improvement from 1987-1998, Ages 60-80 * Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
  • 24. 24© Oliver Wyman Summary of results A ‘rule of thumb’ approach demonstrates differentials without getting lost in the weeds 8th Grade or Less Complete Some/All of High School Complete Some/All of College Below the Poverty Line Blue Collar White Collar Female Male Rural Urban Average-1.5% -1.0% -0.5% 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% Education Income Gender Urban HistoricalMortalityImprovementRates1 Mortality Improvement from 1987-1998, Ages 60-80 * Note: Rates shown above are the geometric average of year over year improvement rates from 1987-1998
  • 26. 26© Oliver Wyman Next steps Practical issues pose challenges to setting mortality improvement assumptions that differentiate by SES Model structure Inconsistency Research • Mortality improvement may be structured as a constant, vector or two dimensional array • Improvement may be expected to trend to a long term average or end after a fixed number of years • Adjustments may be additive (e.g. +25 bps) or applied as a scalar (e.g. 120%) • Diversity of practice across an enterprise due to model structure, institutional inertia, and line-of-sight challenges • Often viewed as a minor or secondary assumption, possibly because supporting data has been relatively thin • Mortality improvement is caused by medical and lifestyle changes and statistical fluctuations which make it more challenging to study • Industry experience studies do not typically rely on cause of death analysis, which may be the key to better predicting mortality improvement