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German state pension calculations

German pension mode

This article discusses the technical details behind ProVal’s #SVR operator, including optional custom parameters. The methodology is as prescribed by the German Ministry of Finance (“Bundesministerium der Finanzen”) in memos dated March 15, 2007 and May 5, 2008.

 

Background

“SVR” stands for the German term “Sozialversicherungrente” and is generally the product of three things:

There is an additional multiplicative adjustment of 4/3 for members of the coal miners union.

 

Personal Earnings Points

Earnings points are determined based on specified formulas that are given separately for past and future points. For past years, from the Default Entry Age (DEA) to the year prior to the valuation date, each year’s earnings points are given by the following formula:

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where:

 

 

The accumulated past points at any point in time equals the annual points from that year, multiplied by cumulative service. Service for this purpose will be considered from the Default Entry Age, or the alternative field or Service Definition specified in the parameters of the custom operator. Note that in no case can alternative service be more generous (i.e., have an earlier entry age) than the Default Entry Age.

Note that Interim Average Income is the estimated Average Income published two years prior to the year in question. Internally, ProVal stores only the “true” Average income and derives the Interim Average Income based on established formulas. Sample development for the years 2008 through 2012 are shown below:

 

Year Average Income (West) % Change from Prior Year Interim Average Income (West) Average Income (East) % Change from Prior Year Interim Average Income (East)
2006 29,494 1.00%   24,938 1.00%  
2007 29,951 1.55%   25,294 1.43%  
2008 30,625 2.25% 29494(1+2(1.00%)) = 30,084 25,829 2.12% 24938(1+2(1.00%)) = 25,437
2009 30,506 (0.39%) 29951(1+2(1.55%)) = 30,879 26,046 0.84% 25294(1+2(1.43%)) = 26,017
2010 31,144 2.09% 30625(1+2(2.25%)) = 32,003 26,559 1.97% 25829(1+2(2.12%)) = 26,918*
2011     30506(1-2(0.39%)) = 30,268     26046(1+2(0.84%)) = 26,484
2012     31144(1+2(2.09%) = 32,446     26559(1+2(1.97%)) = 27,605

 

Any increase rates (specified under the Increase & Crediting Rates topic of Valuation Assumptions or Projection Assumptions) that are applied to Average Income are applied only to the underlying Average Income amounts rather than to the resulting Interim Average Income; therefore, the increases on the Interim Average Income may not precisely match the increases specified for Average Income. In addition, note that the Interim Average Income (East) in 2010 has been coerced to the published value of 26,918, to compensate for a rounding discrepancy.

 

A separate formula is used for Personal Earnings Points on and after the valuation date. For these years, each year’s earnings points are given by the following formula:

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In this case, the items are considered for each future decrement year. The accumulated future points at any point in time equals the cumulative sum of future points for all prior years. In the case of a Service Definition with non-unit service accruals, ProVal will adjust each year’s Future Points in proportion to the service accrual for the year.

 

The sum of accumulated past points and accumulated future points is then multipled by an Attribution Factor that projects service to age 60:

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In all cases, the projected earnings points will be considered 0 for five years from the Default Entry Age.

 

Access Factor

An Access Factor is determined by the type of calculation performed. An argument of 2 will determine an Access Factor for Death/Disability benefits, while an argument of 1 will determine an Access Factor for Retirement benefits, specified by a coded field under the Regulatory Data topic of the Valuation Assumptions to be for ordinary retirement, severely handicapped or part-time pre-retirement (ATZ).

In the case of Access Factors for Retirement benefits, the following rules apply:

Access Factors for Death/Disability benefits are based on both the year of decrement and the age at decrement, applying the following rules:

 

Current Pension Value

The regulatory Current Pension Value (“Aktueller Rentenwert”) is then multipled by the projected earnings points and Access Factor for each decrement year. The value published for the valuation year is used for all prior years, while the known amount in future decrement years is applied to any years after the valuation date. Note that any ∑assumed future increases for Current Pension Values should be specified directly under the Increase & Crediting Rates topic of Valuation Assumptions.

A final multiplicative adjustment of 4/3 applies to any members who are specified under the Regulatory Data topic of Valuation Assumptions to be “coal miners”.