Preparing For An Ageing French Population

Last day, my professor asked me to analyse some common demographic parameters of France. France, like most other European first-world nations, and unlike India, is on the verge of getting into an advanced phase of demographic transition. The perils of an ageing population is imminent. An old population is pernicious for both its economy and healthcare system. France is not too old, yet, but policymakers must prepare well in advance for both waning fertility rates 👶 and a huge proportion of elderly people 👵. No wonder China is encouraging its citizens to have three babies, marking the failure of the one-child policy.

Note that all population counts are given in thousands and have been rounded off to the nearest integer. I’ll be depending on the pyramid package in R to analyse the demographic parameters. Remember, I have used five year old data in my analysis.

Age-sex distribution

Age groups Males(1985) Females(1985) Males(2015) Females(2015)
0-4 1961 1870 1991 1902
5-9 1885 1796 2033 1942
10-14 2155 2052 2027 1934
15-19 2196 2117 1956 1871
20-24 2190 2155 1876 1843
25-29 2109 2096 1923 1953
30-34 2148 2113 1968 2025
35-39 2164 2102 1925 1971
40-44 1511 1454 2166 2193
45-49 1486 1477 2171 2218
50-54 1548 1581 2137 2217
55-59 1474 1574 1984 2106
60-64 1348 1549 1895 2056
65-69 726 903 1773 1972
70-74 844 1179 1125 1310
75-79 638 1045 937 1226
80-84 367 740 731 1127
85-89 137 378 423 821
90-94 32 125 165 435
95-99 5 24 22 84
100+ 0 2 3 18

Median Age

Year Median Age (in years)
1985 33.6
2015 41.2

Thus, 50% of the French population in 1985 were below the age of 33.6 and the rest were of ages more than 33.6, whereas in 2015, 50% of the population were below the age of 41.2 and the others were of age more than 41.2. Thus, the median age of the French population has increased.

Dependency Ratio

Total dependency ratio is the ratio of population aged 0-14 and 65+ per 100 population of the age group 15-64.

\[ \text{Total Dependency Ratio} =~ \dfrac{\text{Population in the age-group 0-14 and 65+}}{\text{Population in the age-group 15-64}} \times 100 \]

Year Dependency ratio
1985 51.8
2015 59.3

Thus, the total dependency ratio has increased in France in 2015 as compared to 1985.

Index of aging

The ratio of the number of elderly persons of an age when they are generally economically inactive (aged 65 and over) to the number of young persons (from 0 to 14) is known as the index of aging. A multiplier of 100 is often used for representing the data.

\[ \text{Index of aging} = \dfrac{\text{Population of age 65+}}{\text{Population in the age group 0-14}} \times 100 \]

Year Index of Aging
1985 60.97
2015 102.90

Thus, the proportion of economically inactive persons to number of young persons under the age of 14, i.e., the index of aging has increased hugely in France from 1985 to 2015.

Potential support ratio

The potential support ratio (PSR) is the number of people aged 15–64 per one older person aged 65 or older. This ratio describes the burden placed on the working population (unemployment and children are not considered in this measure) by the non-working elderly population.

\[ \text{Potential Support Ratio} = \dfrac{\text{Number of people aged 15-64}}{\text{Number of people aged 65+}} \]

Year Potential support ratio
1985 5.1
2015 3.3

Thus, the proportion of people aged 15-64 per one person of age 64 or higher has decreased in 2015 as compared to 1985.

Age-sex Pyramid

A population pyramid, also called an “age-gender pyramid” or “age-sex pyramid”, is a graphical illustration that shows the distribution of various age groups in a population (typically that of a country or region of the world), which forms the shape of a pyramid when the population is growing. The age-sex pyramids of France in 1985 (left) and 2015 (right) are given below.


library(pyramid)
par(mfrow=c(1,2))
#analysis of 1985 (France)
dat1985 <- read.csv("1985.csv")
#class(dat1985)
colnames(dat1985)<-c("Age_groups", "Males","Females")
#attach(dat1985)
m <- dat1985$Males/(sum(dat1985$Males)+sum(dat1985$Females)) * 100
f <- dat1985$Females/(sum(dat1985$Females)+sum(dat1985$Females)) *100
z <- data.frame(m,f,dat1985$Age_groups)
figure_85 <- pyramid(z,Llab="Males in %", Rlab="Females in %", Clab="Age groups",main = 1985)
#analysis of 2015 (France)
dat2015 <- read.csv("2015.csv")
attach(dat2015)
m1 <- dat2015$Male/(sum(dat2015$Male)+sum(dat2015$Female)) * 100
f1 <- dat2015$Female/(sum(dat2015$Female)+sum(dat2015$Female)) * 100
z1 <- data.frame(m1,f1,Age_groups)
figure_15 <- pyramid(z1,Llab="Males in %", Rlab="Females in %", Clab="Age groups",main = "2015")
#knitr::include_graphics(c("figure_85","figure_15"))
Age-sex Pyramid

Figure 1: Age-sex Pyramid

Observe that there has been a change in the demography France. Proportion of middle-aged persons in the population has increased in 2015 as compared to 1985.