AELRF calculates an actuarial equivalent late retirement
increase factor based on a normal retirement age , an assumed late retirement age , and assumptions for interest, mortality, and the values
for the following parameters.
where 𝐴𝐸𝐹𝑎𝑐𝑡𝑜𝑟 is defined as:
Syntax
AELRF(RetirementAge, NRA, InterestRate, MortalityTable,
[YearsCertain], [AgeSetback], [Frequency], [COLA], [CalculationMethod],
[NoPreRetMort], [StopAge], [AnnTiming], [YrsCertOption])
Parameter Name |
Description |
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RetirementAge |
Age
of annuity commencement. |
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NRA |
The
plan’s normal retirement age. |
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InterestRate |
The interest rate(s) to discount future
payments to calculate the present value. May be a number, a percentage, a
text string, a named range, or reference to a range. ·
Rates
can be defined using these interest definitions. ·
Note:
A value that is greater than 25% (i.e. 0.25) will be divided by 100; e.g.
if you enter 2.75 it will be treated as .0275 or 2.75%. |
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MortalityTable |
Mortality
table definition text string. |
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YearsCertain |
Number of years guaranteed payments. May
be an integer, or a factional amount (e.g. years & months). |
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AgeSetback |
Mortality table age set-back. A
negative number is a set-forward. |
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Frequency |
Number of payments per year:
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COLA |
Periodic cost-of-living
adjustment applied to the benefit amount. |
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CalculationMethod |
Method of calculation
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NoPreRetMort |
The defines the application of
pre-retirement mortality for a deferred annuity.
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StopAge |
Age when the annuity benefit
stops -- no payment at this age. |
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AnnTiming |
Defines when the payments are
made in the period.
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YrsCertOption |
This is to select the method of
calculation for the certain portion of the annuity when using CalculationMethod
=0. It does not apply for other methods. This is used only if YearsCertain
not a whole number.
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