This age heaping index is used for particular old ages, such as 90, 95, 100, 105, and so forth.

check_heaping_kannisto(Value, Age, Agei = 90, pow = "exp")

## Arguments

Value numeric. A vector of demographic counts or rates by single age. integer. A vector of ages corresponding to the lower integer bound of the counts. integer. The age on which the index is centered. either "exp" (default) or a power such as 2. See details

## Value

The value of the index.

## Details

The index looks down two ages and up two ages, so the data must accommodate that range. The denominator is a mean of the counts in the surrounding 5 single ages. The kind of mean can be controlled with the pow argument. By default, this takes the antilog of the arithmetic mean of the natural log of the five denominator counts. That will fail if one of the counts is equal to 0. In such cases, another power, such as 2 or 10 or 100 may be used, which is more robust to 0s. The higher the power, the closer the result will resemble the default output. If pow=="exp" but a 0 is detected among the denominator ages, then pow is assigned a value of 1000. pow=1 would imply an arithmetic mean in the denominator.

Kannisto V (1999). “Assessing the information on age at death of old persons in national vital statistics.” Validation of Exceptional Longevity'', Odense Monographs on Population Aging, 6, 235--249.

## Examples

Age <- 0:99
check_heaping_kannisto(pop1m_pasex, Age, 90)
#>  10.61044check_heaping_kannisto(pop1m_pasex, Age, 95)
#>  11.89005check_heaping_kannisto(pop1m_pasex, Age, 95, pow = 2) # geometric mean in denom
#>  7.20897check_heaping_kannisto(pop1m_pasex, Age, 95, pow = 1000) # similar, but robust to 0s
#>  11.88047check_heaping_kannisto(pop1m_pasex, Age, 95, pow = 1) # arithmetic mean in denom
#>  4.198132pop1m_pasex[Age==95] / mean(pop1m_pasex[Age >= 93 & Age <= 97])
#>  4.198132