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Prefunding pensions:
Options and arguments
Edward Whitehouse
World Bank core course
Washington DC, April 2013
Agenda
Different financing mechanisms:
funding and pay-as-you-go
Advantages and disadvantages
Conditions favourable to funding
Design of funded schemes
 investment/provider choices
 administrative charges
 guarantees
 pay-out phase
Moving from pay-as-you-go to funding
Unfunded/pay-as-you-go schemes
Use contributions from current workers to pay
benefits to current retirees
This gives current workers “promises” in return
for contributions
Promises must be met by future generations
Promises have different legal weights countries:
 from constitutional right to changeable promise
Main motivation of pay-as-you-go was earlier
benefit payout
An example: the United States
Real rate of return on contributions (%)
Prefunding
Contributions from current workers are used to
accumulate assets
These assets are used to pay benefits in the
future
Schemes can be partially funded
 Benefits for current workers will be paid for by a mix
of accumulated assets and taxes/contributions paid
by future workers
Potential advantages of funding
Better able to deal with ageing of the population
Limits fiscal liabilities
Removes some labour-market distortions
Helps develop capital markets
Possibly increases savings and investment
Reduce politicisation of the pension system
Better rates of return on pension contributions
Rates of return: PAYG and funded
Sustainable rate of return on PAYG = growth of
labour force + increase in average earnings
 can turn negative when labour force starts to shrink
Rate of return on funded = capital-market
return
 historically, even with financial crises, this has been
greater than wage growth in developed countries
Distorted labour markets
PAYG schemes often:
 encourage early retirement
 are not portable between different jobs
 are based on final salary, encouraging under-
reporting of earnings in early years
Funded schemes:
 generally pay higher benefits to people who work
longer
 are easily portable between different jobs
 are based on contributions in each and every year
Politicisation of pensions
Politicisation can be a problem:
 uncertainty in retirement benefits of current
pensioners and workers
 potentially divisive political battles between those
who receive pensions and those who pay for them
Under PAYG, easy for governments to make
promises of future benefits
 they will be out of office before the costs have to be
met
With funded schemes, higher benefits only
possible with higher contributions now
Capital-market development
PAYG schemes: can hinder capital-market
development if substitute for private savings for
retirement
Funded schemes tend to lead to greater variety
of financial-market instruments offered
Savings are usually intermediated through
financial markets
Some suggestion that this has a positive impact
on savings and economic growth
Ideal conditions for funding
Is the macroeconomy stable enough to offer
reasonably safe financial instruments?
Are sufficient financial instruments available?
 option of foreign investment
 but exchange-rate issues and political economy
Financial market regulation and supervision must
be strong
 contributions to a funded pension are mandatory, unlike
other savings instruments
 they are also longer-term savings
Administrative capacity: record-keeping, valuation
Investment risk
Funded schemes subject to investment risk
Important to distinguish time periods
 long-term risks are not too large because rates of
return relatively stable
 short-term risks can be large if the markets fall when
you want to retire
Measures to mitigate risks of financial crises
Important to remember risks with PAYG
 political risk: a new government changes its mind
 fiscal risk: there isn’t enough money to pay for
pensions (arrears)
Scale of investment risk
Percentile of distribution
10 20 30 40 50 60 70 80 90
Market data
Rate of return 5.5 6.1 6.6 7.0 7.3 7.7 8.0 8.5 9.0
Replacement rate 54.8 63.7 72.3 80.2 86.9 96.7 104.9 120.4 138.6
Note
10% contribution
OECD average mortality rates
40-year term to age 65
50:50 equity:government-bond portfolio
Market and individual returns
Administrative charges
 0.75-2.00% in accumulation stage
 0.25-0.50% for annuity purchase
Tracking error
 0.25-0.30% reduction in return
Agency and governance effects
Portfolio restrictions
Ageing might reduce future returns
Administrative charges
 Complex charge structures
 comparisons are difficult both
between countries and between
providers
 A single measure of charges:
 charge ratio: proportion of
accumulated balance
 reduction in yield: proportion
of assets in fund at any one
time
Administrative charges
 Complex charge structures
 comparisons are difficult both
between countries and between
providers
 A single measure of charges:
 charge ratio: proportion of
accumulated balance
 reduction in yield: proportion
of assets in fund at any one
time
 Illustration:
 assume 3.5% real return, 2%
wage growth and 40 year term
0
5
10
15
20
25
30
35
40
45
50
0 0.5 1 1.5 2 2.5 3
Charge, % of assets
Charge,
% of accumulation
Percentile of distribution
10 20 30 40 50 60 70 80 90
Market data
Rate of return 5.5 6.1 6.6 7.0 7.3 7.7 8.0 8.5 9.0
Replacement rate 54.8 63.7 72.3 80.2 86.9 96.7 104.9 120.4 138.6
Rescaled
Rate of return 3.2 3.8 4.3 4.7 5.0 5.4 5.7 6.2 6.7
Replacement rate 32.2 36.8 41.2 45.2 48.6 53.5 57.6 65.3 74.2
Scale of investment risk
Note
10% contribution
OECD average mortality rates
40-year term to age 65
50:50 equity:government-bond portfolio
Types of guarantee in overall
pension/tax systems
Portfolio of different kinds of pensions:
 subject to investment risk:
 DC plans in many OECD, LAC and ECA countries
 not subject to investment risk:
 DB/points in Costa Rica, Uruguay, Slovak Republic, Latvia,
Lithuania, Estonia, Croatia, Bulgaria, Romania, Switzerland
 NDC in Poland, Sweden
 basic in Kosovo, Netherlands, New Zealand, new UK scheme
 offset investment risk:
 targeted, means-tested, minimum benefits in Australia,
Mexico, Hong Kong
Role of taxation
Australia
Replacement
rate
0
0.25
0.5
0.75
1 2 3 4 5 6 7 8 9
Deciles of distribution of investment returns
Superannuation
guarantee
Australia
1 2 3 4 5 6 7 8 9
Superannuation
guarantee
Replacement
rate
0
0.25
0.5
0.75
Deciles of distribution of investment returns
Age pension
Australia
1 2 3 4 5 6 7 8 9
Replacement
rate
0
0.25
0.5
0.75
Deciles of distribution of investment returns
Superannuation
guarantee
Age pension
Other countries
Denmark Poland
10 25 50 75 90
Targeted and
basic
After taxes
0
20
40
60
80
100
120
140
Percentile point of distribution of investment returns
Replacement rate
(% of gross earnings)
Defined
contribution
10 25 50 75 90
Public earnings-
related
After taxes
0
10
20
30
40
50
60
70
80
90
Percentile point of distribution of investment returns
Replacement rate
(% of gross earnings)
Defined
contribution
Defined
contribution
Defined
contribution
Defined
contribution
Rate of return guarantees
Should meet pension principles, e.g.,
transparency, self-financing
Should enhance security and adequacy
Five key design issues:
 fixed return (Switzerland, Iceland) or minimum
(Belgium, Germany)
 real or nominal (Czech Republic, Germany)
 level (often zero: CZR, DEU; 2% CHE; 3%+ BEL)
 absolute (above) or relative (to other funds: Chile
Poland; or to benchmark return: Slovenia)
 period covered (6 mnths SVK, 1 yr CZR, 3yrs CHL,
entire period of membership DEU)
Costs
Capital 2% Indexed Ongoing Floating
Guarantee 0%
nominal
2%
nominal
0%
real
0%
nominal
1yr interest
rate
Period Membership Membership Membership Annual Membership
Charges (%) 0.86% 3.33% 3.67% 6.08% 15.96%
Loss in
pension (%)
1.28% 4.98% 5.49% 7.14% 23.81%
Providing funded schemes 1
Many possible structures
 single public agency (provident funds)
 single pension fund, but privately managed (UK Nest)
 a few private pension funds (Uruguay)
 many private pension funds (Chile, Poland)
 public and private pension funds (Mexico, Russia)
Investment choice
 single portfolio per pension fund
 multiple portfolios per pension fund
 restrictions on who can own what type of portfolio
Paying out funded pensions
Annuity
 pension balance transferred to insurance company
which provides regular payments
 indexation?
 survivors benefits?
Programmed withdrawal
 balance divided by life expectancy determines
pension in any given year
 remainder continues to earn interest
Lump sum
Combination of or choice among the above
Moving from PAYG to funding:
transition costs
If all or part of contributions of current workers
are diverted to funded accounts, how can
current pensions be paid?
Possibility of transition ‘double burden’
 one generation pays for its own and its parents’
pensions
Also, current workers also have rights accrued
in the public, PAYG scheme
 e.g. a 40-year old may have 20 years of contributions
in the PAYG scheme and needs compensating
Accrued rights
Existing pensioners: benefits continue to be paid
as before
Existing contributors:
 maintain a pro-rated benefit from the PAYG scheme
 ‘recognition bonds’: value reflects accrued benefits,
bond can be accessed at retirement
How are accrued rights valued?
 e.g., indexation, retirement age, accrual rates,
minimum pensions
Transition costs and design issues
Who is allowed to switch to the funded scheme?
 option or mandatory?
 age cut-offs?
Gradual increase in contribution rates to funded
scheme over time
Room to increase overall contribution rates?
 ‘add-on’ versus ‘carve-out’ funded scheme

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Pensions Core Course 2013: Prefunding pensions - options and arguments

  • 1. Prefunding pensions: Options and arguments Edward Whitehouse World Bank core course Washington DC, April 2013
  • 2. Agenda Different financing mechanisms: funding and pay-as-you-go Advantages and disadvantages Conditions favourable to funding Design of funded schemes  investment/provider choices  administrative charges  guarantees  pay-out phase Moving from pay-as-you-go to funding
  • 3. Unfunded/pay-as-you-go schemes Use contributions from current workers to pay benefits to current retirees This gives current workers “promises” in return for contributions Promises must be met by future generations Promises have different legal weights countries:  from constitutional right to changeable promise Main motivation of pay-as-you-go was earlier benefit payout
  • 4. An example: the United States Real rate of return on contributions (%)
  • 5. Prefunding Contributions from current workers are used to accumulate assets These assets are used to pay benefits in the future Schemes can be partially funded  Benefits for current workers will be paid for by a mix of accumulated assets and taxes/contributions paid by future workers
  • 6. Potential advantages of funding Better able to deal with ageing of the population Limits fiscal liabilities Removes some labour-market distortions Helps develop capital markets Possibly increases savings and investment Reduce politicisation of the pension system Better rates of return on pension contributions
  • 7. Rates of return: PAYG and funded Sustainable rate of return on PAYG = growth of labour force + increase in average earnings  can turn negative when labour force starts to shrink Rate of return on funded = capital-market return  historically, even with financial crises, this has been greater than wage growth in developed countries
  • 8. Distorted labour markets PAYG schemes often:  encourage early retirement  are not portable between different jobs  are based on final salary, encouraging under- reporting of earnings in early years Funded schemes:  generally pay higher benefits to people who work longer  are easily portable between different jobs  are based on contributions in each and every year
  • 9. Politicisation of pensions Politicisation can be a problem:  uncertainty in retirement benefits of current pensioners and workers  potentially divisive political battles between those who receive pensions and those who pay for them Under PAYG, easy for governments to make promises of future benefits  they will be out of office before the costs have to be met With funded schemes, higher benefits only possible with higher contributions now
  • 10. Capital-market development PAYG schemes: can hinder capital-market development if substitute for private savings for retirement Funded schemes tend to lead to greater variety of financial-market instruments offered Savings are usually intermediated through financial markets Some suggestion that this has a positive impact on savings and economic growth
  • 11. Ideal conditions for funding Is the macroeconomy stable enough to offer reasonably safe financial instruments? Are sufficient financial instruments available?  option of foreign investment  but exchange-rate issues and political economy Financial market regulation and supervision must be strong  contributions to a funded pension are mandatory, unlike other savings instruments  they are also longer-term savings Administrative capacity: record-keeping, valuation
  • 12. Investment risk Funded schemes subject to investment risk Important to distinguish time periods  long-term risks are not too large because rates of return relatively stable  short-term risks can be large if the markets fall when you want to retire Measures to mitigate risks of financial crises Important to remember risks with PAYG  political risk: a new government changes its mind  fiscal risk: there isn’t enough money to pay for pensions (arrears)
  • 13. Scale of investment risk Percentile of distribution 10 20 30 40 50 60 70 80 90 Market data Rate of return 5.5 6.1 6.6 7.0 7.3 7.7 8.0 8.5 9.0 Replacement rate 54.8 63.7 72.3 80.2 86.9 96.7 104.9 120.4 138.6 Note 10% contribution OECD average mortality rates 40-year term to age 65 50:50 equity:government-bond portfolio
  • 14. Market and individual returns Administrative charges  0.75-2.00% in accumulation stage  0.25-0.50% for annuity purchase Tracking error  0.25-0.30% reduction in return Agency and governance effects Portfolio restrictions Ageing might reduce future returns
  • 15. Administrative charges  Complex charge structures  comparisons are difficult both between countries and between providers  A single measure of charges:  charge ratio: proportion of accumulated balance  reduction in yield: proportion of assets in fund at any one time
  • 16. Administrative charges  Complex charge structures  comparisons are difficult both between countries and between providers  A single measure of charges:  charge ratio: proportion of accumulated balance  reduction in yield: proportion of assets in fund at any one time  Illustration:  assume 3.5% real return, 2% wage growth and 40 year term 0 5 10 15 20 25 30 35 40 45 50 0 0.5 1 1.5 2 2.5 3 Charge, % of assets Charge, % of accumulation
  • 17. Percentile of distribution 10 20 30 40 50 60 70 80 90 Market data Rate of return 5.5 6.1 6.6 7.0 7.3 7.7 8.0 8.5 9.0 Replacement rate 54.8 63.7 72.3 80.2 86.9 96.7 104.9 120.4 138.6 Rescaled Rate of return 3.2 3.8 4.3 4.7 5.0 5.4 5.7 6.2 6.7 Replacement rate 32.2 36.8 41.2 45.2 48.6 53.5 57.6 65.3 74.2 Scale of investment risk Note 10% contribution OECD average mortality rates 40-year term to age 65 50:50 equity:government-bond portfolio
  • 18. Types of guarantee in overall pension/tax systems Portfolio of different kinds of pensions:  subject to investment risk:  DC plans in many OECD, LAC and ECA countries  not subject to investment risk:  DB/points in Costa Rica, Uruguay, Slovak Republic, Latvia, Lithuania, Estonia, Croatia, Bulgaria, Romania, Switzerland  NDC in Poland, Sweden  basic in Kosovo, Netherlands, New Zealand, new UK scheme  offset investment risk:  targeted, means-tested, minimum benefits in Australia, Mexico, Hong Kong Role of taxation
  • 19. Australia Replacement rate 0 0.25 0.5 0.75 1 2 3 4 5 6 7 8 9 Deciles of distribution of investment returns Superannuation guarantee
  • 20. Australia 1 2 3 4 5 6 7 8 9 Superannuation guarantee Replacement rate 0 0.25 0.5 0.75 Deciles of distribution of investment returns Age pension
  • 21. Australia 1 2 3 4 5 6 7 8 9 Replacement rate 0 0.25 0.5 0.75 Deciles of distribution of investment returns Superannuation guarantee Age pension
  • 22. Other countries Denmark Poland 10 25 50 75 90 Targeted and basic After taxes 0 20 40 60 80 100 120 140 Percentile point of distribution of investment returns Replacement rate (% of gross earnings) Defined contribution 10 25 50 75 90 Public earnings- related After taxes 0 10 20 30 40 50 60 70 80 90 Percentile point of distribution of investment returns Replacement rate (% of gross earnings) Defined contribution Defined contribution Defined contribution Defined contribution
  • 23. Rate of return guarantees Should meet pension principles, e.g., transparency, self-financing Should enhance security and adequacy Five key design issues:  fixed return (Switzerland, Iceland) or minimum (Belgium, Germany)  real or nominal (Czech Republic, Germany)  level (often zero: CZR, DEU; 2% CHE; 3%+ BEL)  absolute (above) or relative (to other funds: Chile Poland; or to benchmark return: Slovenia)  period covered (6 mnths SVK, 1 yr CZR, 3yrs CHL, entire period of membership DEU)
  • 24. Costs Capital 2% Indexed Ongoing Floating Guarantee 0% nominal 2% nominal 0% real 0% nominal 1yr interest rate Period Membership Membership Membership Annual Membership Charges (%) 0.86% 3.33% 3.67% 6.08% 15.96% Loss in pension (%) 1.28% 4.98% 5.49% 7.14% 23.81%
  • 25. Providing funded schemes 1 Many possible structures  single public agency (provident funds)  single pension fund, but privately managed (UK Nest)  a few private pension funds (Uruguay)  many private pension funds (Chile, Poland)  public and private pension funds (Mexico, Russia) Investment choice  single portfolio per pension fund  multiple portfolios per pension fund  restrictions on who can own what type of portfolio
  • 26. Paying out funded pensions Annuity  pension balance transferred to insurance company which provides regular payments  indexation?  survivors benefits? Programmed withdrawal  balance divided by life expectancy determines pension in any given year  remainder continues to earn interest Lump sum Combination of or choice among the above
  • 27. Moving from PAYG to funding: transition costs If all or part of contributions of current workers are diverted to funded accounts, how can current pensions be paid? Possibility of transition ‘double burden’  one generation pays for its own and its parents’ pensions Also, current workers also have rights accrued in the public, PAYG scheme  e.g. a 40-year old may have 20 years of contributions in the PAYG scheme and needs compensating
  • 28. Accrued rights Existing pensioners: benefits continue to be paid as before Existing contributors:  maintain a pro-rated benefit from the PAYG scheme  ‘recognition bonds’: value reflects accrued benefits, bond can be accessed at retirement How are accrued rights valued?  e.g., indexation, retirement age, accrual rates, minimum pensions
  • 29. Transition costs and design issues Who is allowed to switch to the funded scheme?  option or mandatory?  age cut-offs? Gradual increase in contribution rates to funded scheme over time Room to increase overall contribution rates?  ‘add-on’ versus ‘carve-out’ funded scheme