Probability that a man will outlive a woman in Sweden

Sweden: Probability that a man will outlive a woman was 40.2% in 2023. ▼ Falling

Latest (2023)
40.2%
Change on year
down 2.1%
World rank
95th
of 236 countries
All-time high
48.6%
in 1779
All-time low
35.7%
in 1986
Years of data
273
1751–2023

Probability that a man will outlive a woman in Sweden, 1751–2023

01020304050175118872023

Source: Human Mortality Database (2025); UN, World Population Prospects (2024); Bergeron-Boucher et al. (2022) – processed by Our World in Data. Measured in %.

Analysis

The most recent figure for probability that a man will outlive a woman in Sweden is 40.2%, measured in 2023.

Compared with earlier readings it is down 2.1% on the previous year and down 0.9% over ten years.

Over the whole period, probability that a man will outlive a woman in Sweden peaked at 48.6% in 1779 and was at its lowest, 35.7%, in 1986.

That places Sweden 95th out of 236 countries with data for 2023, putting it in the middle of the range.

The long-run direction has been consistently falling across the 273 years of available data.

Probability that a man will outlive a woman in Sweden, year by year

Annual values for Probability that a man will outlive a woman in Sweden, 1751 to 2023.
Year % Change
1751 47.0% —
1752 47.4% +0.9%
1753 46.9% -1.0%
1754 46.9% -0.1%
1755 47.8% +2.0%
1756 46.9% -1.9%
1757 47.5% +1.4%
1758 46.9% -1.4%
1759 46.4% -1.0%
1760 46.9% +1.0%
1761 47.2% +0.6%
1762 47.7% +1.2%
1763 47.4% -0.8%
1764 46.7% -1.4%
1765 46.3% -0.9%
1766 46.7% +0.9%
1767 46.1% -1.3%
1768 47.5% +3.1%
1769 48.2% +1.5%
1770 47.8% -1.0%
1771 47.1% -1.4%
1772 46.4% -1.4%
1773 48.4% +4.2%
1774 48.5% +0.3%
1775 48.0% -1.2%
1776 47.4% -1.3%
1777 47.8% +0.8%
1778 47.7% -0.2%
1779 48.6% +2.1%
1780 47.1% -3.1%
1781 47.2% +0.2%
1782 46.6% -1.3%
1783 46.6% -0.1%
1784 47.8% +2.6%
1785 47.7% -0.2%
1786 46.9% -1.6%
1787 46.6% -0.6%
1788 47.2% +1.2%
1789 44.0% -6.8%
1790 46.6% +6.0%
1791 47.6% +2.1%
1792 47.0% -1.1%
1793 47.5% +0.9%
1794 47.1% -0.7%
1795 47.4% +0.7%
1796 47.1% -0.6%
1797 46.8% -0.7%
1798 46.7% -0.2%
1799 46.4% -0.7%
1800 47.8% +3.1%
1801 47.4% -0.9%
1802 46.6% -1.7%
1803 46.7% +0.2%
1804 46.4% -0.7%
1805 47.0% +1.3%
1806 47.6% +1.3%
1807 47.4% -0.5%
1808 46.1% -2.7%
1809 45.9% -0.5%
1810 46.6% +1.5%
1811 46.5% -0.1%
1812 46.1% -0.8%
1813 45.7% -0.9%
1814 46.8% +2.2%
1815 46.9% +0.4%
1816 46.0% -1.9%
1817 46.8% +1.7%
1818 45.9% -1.9%
1819 46.5% +1.4%
1820 46.4% -0.2%
1821 46.9% +1.0%
1822 45.4% -3.1%
1823 45.0% -0.8%
1824 44.9% -0.3%
1825 44.7% -0.4%
1826 44.9% +0.4%
1827 45.5% +1.2%
1828 44.8% -1.4%
1829 45.0% +0.3%
1830 44.6% -0.8%
1831 45.2% +1.4%
1832 46.2% +2.2%
1833 45.4% -1.8%
1834 45.2% -0.5%
1835 45.0% -0.4%
1836 45.1% +0.4%
1837 45.3% +0.3%
1838 45.1% -0.4%
1839 46.0% +1.9%
1840 45.2% -1.7%
1841 45.2% +0.2%
1842 45.2% -0.2%
1843 45.6% +0.9%
1844 43.9% -3.7%
1845 44.4% +1.0%
1846 45.8% +3.1%
1847 45.8% +0.1%
1848 45.0% -1.7%
1849 44.8% -0.4%
1850 44.3% -1.1%
1851 44.5% +0.5%
1852 44.8% +0.5%
1853 45.8% +2.3%
1854 45.7% -0.1%
1855 46.2% +1.1%
1856 46.0% -0.5%
1857 46.2% +0.5%
1858 46.7% +1.1%
1859 46.0% -1.5%
1860 45.7% -0.6%
1861 45.8% +0.2%
1862 46.6% +1.8%
1863 46.4% -0.6%
1864 46.3% -0.2%
1865 45.7% -1.1%
1866 45.8% +0.1%
1867 45.5% -0.7%
1868 45.6% +0.4%
1869 46.3% +1.4%
1870 45.9% -0.9%
1871 45.9% +0.1%
1872 45.7% -0.5%
1873 46.1% +0.9%
1874 45.9% -0.5%
1875 45.8% -0.3%
1876 46.5% +1.6%
1877 46.0% -0.9%
1878 47.0% +2.2%
1879 46.8% -0.6%
1880 46.5% -0.5%
1881 46.3% -0.5%
1882 46.4% +0.1%
1883 46.4% +0.1%
1884 46.3% -0.2%
1885 46.4% +0.1%
1886 46.8% +0.9%
1887 46.6% -0.3%
1888 46.8% +0.4%
1889 47.1% +0.6%
1890 46.9% -0.5%
1891 46.5% -0.7%
1892 47.1% +1.2%
1893 46.7% -1.0%
1894 47.2% +1.1%
1895 46.7% -0.9%
1896 46.9% +0.4%
1897 46.7% -0.6%
1898 46.4% -0.6%
1899 46.6% +0.6%
1900 46.5% -0.3%
1901 47.0% +1.0%
1902 47.0% +0.0%
1903 46.5% -1.1%
1904 47.0% +1.1%
1905 46.8% -0.3%
1906 46.8% +0.0%
1907 46.8% -0.0%
1908 47.0% +0.4%
1909 47.0% -0.0%
1910 46.6% -0.8%
1911 46.2% -0.8%
1912 46.4% +0.4%
1913 46.1% -0.6%
1914 46.6% +1.1%
1915 46.8% +0.3%
1916 46.9% +0.2%
1917 46.6% -0.5%
1918 46.5% -0.4%
1919 46.7% +0.5%
1920 46.8% +0.1%
1921 46.8% +0.0%
1922 48.0% +2.7%
1923 46.8% -2.6%
1924 47.2% +0.7%
1925 47.0% -0.4%
1926 47.2% +0.5%
1927 47.2% +0.1%
1928 47.2% +0.0%
1929 47.2% +0.0%
1930 47.3% +0.1%
1931 47.8% +1.0%
1932 47.3% -0.9%
1933 46.9% -1.0%
1934 46.9% +0.0%
1935 46.9% +0.0%
1936 46.8% -0.1%
1937 47.0% +0.2%
1938 45.5% -3.0%
1939 46.3% +1.7%
1940 45.9% -0.8%
1941 46.3% +0.8%
1942 45.7% -1.3%
1943 46.0% +0.7%
1944 45.6% -0.8%
1945 46.7% +2.2%
1946 46.3% -0.8%
1947 46.0% -0.6%
1948 45.6% -1.0%
1949 45.6% +0.0%
1950 45.5% -0.2%
1951 45.3% -0.4%
1952 45.0% -0.6%
1953 44.9% -0.3%
1954 44.5% -0.9%
1955 44.1% -0.9%
1956 43.4% -1.5%
1957 43.3% -0.3%
1958 43.6% +0.7%
1959 43.0% -1.3%
1960 42.5% -1.3%
1961 42.3% -0.4%
1962 41.4% -2.2%
1963 41.3% -0.0%
1964 41.0% -0.9%
1965 40.5% -1.1%
1966 40.1% -1.1%
1967 39.7% -0.8%
1968 39.9% +0.4%
1969 39.3% -1.4%
1970 39.2% -0.3%
1971 38.1% -2.8%
1972 38.0% -0.3%
1973 37.4% -1.7%
1974 37.2% -0.5%
1975 37.1% -0.2%
1976 36.6% -1.2%
1977 36.1% -1.4%
1978 36.0% -0.5%
1979 35.8% -0.4%
1980 36.1% +0.9%
1981 35.9% -0.6%
1982 36.0% +0.3%
1983 35.7% -0.8%
1984 35.8% +0.3%
1985 35.8% +0.1%
1986 35.7% -0.3%
1987 35.8% +0.5%
1988 36.1% +0.9%
1989 36.2% +0.2%
1990 36.5% +0.6%
1991 36.4% -0.2%
1992 36.7% +0.9%
1993 36.9% +0.4%
1994 36.9% +0.1%
1995 36.8% -0.2%
1996 37.2% +1.1%
1997 37.1% -0.5%
1998 37.2% +0.4%
1999 37.7% +1.4%
2000 38.2% +1.3%
2001 38.6% +1.0%
2002 38.7% +0.4%
2003 38.3% -1.0%
2004 38.9% +1.4%
2005 38.7% -0.5%
2006 39.0% +0.7%
2007 39.6% +1.7%
2008 39.5% -0.5%
2009 39.6% +0.5%
2010 39.6% +0.0%
2011 39.8% +0.4%
2012 40.3% +1.3%
2013 40.6% +0.8%
2014 40.4% -0.7%
2015 40.5% +0.2%
2016 40.8% +1.0%
2017 41.2% +0.9%
2018 40.9% -0.8%
2019 41.0% +0.3%
2020 40.2% -2.0%
2021 40.7% +1.1%
2022 41.1% +1.2%
2023 40.2% -2.1%

Sweden compared with similar countries

  • Sweden's 40.2% is above the median for high income countries, which is 38.1%, 1.1× the median. (85 countries reporting)
  • Sweden's 40.2% is above the median for Europe & Central Asia, which is 37.2%, 1.1× the median. (56 countries reporting)

Averages by decade

DecadeAverage LowestHighest Years
1750s 47.1% 46.4% 47.8% 9
1760s 47.1% 46.1% 48.2% 10
1770s 47.8% 46.4% 48.6% 10
1780s 46.8% 44.0% 47.8% 10
1790s 47.0% 46.4% 47.6% 10
1800s 46.9% 45.9% 47.8% 10
1810s 46.4% 45.7% 46.9% 10
1820s 45.4% 44.7% 46.9% 10
1830s 45.3% 44.6% 46.2% 10
1840s 45.1% 43.9% 45.8% 10
1850s 45.6% 44.3% 46.7% 10
1860s 46.0% 45.5% 46.6% 10
1870s 46.2% 45.7% 47.0% 10
1880s 46.6% 46.3% 47.1% 10
1890s 46.8% 46.4% 47.2% 10
1900s 46.8% 46.5% 47.0% 10
1910s 46.6% 46.1% 46.9% 10
1920s 47.1% 46.8% 48.0% 10
1930s 46.9% 45.5% 47.8% 10
1940s 46.0% 45.6% 46.7% 10
1950s 44.3% 43.0% 45.5% 10
1960s 40.8% 39.3% 42.5% 10
1970s 37.1% 35.8% 39.2% 10
1980s 35.9% 35.7% 36.2% 10
1990s 36.9% 36.4% 37.7% 10
2000s 38.9% 38.2% 39.6% 10
2010s 40.5% 39.6% 41.2% 10
2020s 40.6% 40.2% 41.1% 4

Countries ranked near Sweden

  1. 92 Jamaica 40.3% compare
  2. 93 United States 40.3% compare
  3. 94 Vanuatu 40.3% compare
  4. 96 Ethiopia 40.2% compare
  5. 97 Liechtenstein 40.2% compare
  6. 98 Brunei 40.2% compare

See the full ranking of 236 places →

More gender data for Sweden

All data for Sweden →

Frequently asked questions

What is probability that a man will outlive a woman in Sweden?
Probability that a man will outlive a woman in Sweden was 40.2% in 2023, according to Human Mortality Database (2025); UN, World Population Prospects (2024); Bergeron-Boucher et al. (2022) – processed by Our World in Data.
What is the highest probability that a man will outlive a woman recorded in Sweden?
The highest recorded value was 48.6% in 1779.
What is the lowest probability that a man will outlive a woman recorded in Sweden?
The lowest recorded value was 35.7% in 1986.
How does Sweden rank for probability that a man will outlive a woman?
Sweden ranks 95th out of 236 countries with data for 2023.
Is probability that a man will outlive a woman rising or falling in Sweden?
Over the last ten years it is down 0.9%. The long-run trend across the full record is falling.
Where does this Sweden data come from?
The figures come from Human Mortality Database (2025); UN, World Population Prospects (2024); Bergeron-Boucher et al. (2022) – processed by Our World in Data, published as part of Probability that a man will outlive a woman. Statizoid updates them automatically from the source API.

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Probability that a man will outlive a woman in Sweden. Statizoid, drawing on Human Mortality Database (2025); UN, World Population Prospects (2024); Bergeron-Boucher et al. (2022) – processed by Our World in Data. Retrieved 06 October 2026, from https://gender.statizoid.com/stat/probability-that-a-male-will-outlive-a-female/sweden/

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About this data

Indicator
Probability that a man will outlive a woman
Unit
%
Source
Human Mortality Database (2025); UN, World Population Prospects (2024); Bergeron-Boucher et al. (2022) – processed by Our World in Data
Licence
CC BY 4.0 (Our World in Data)
Coverage
236 places, 18,722 data points, 1751–2023
Last refreshed

Probability that a male will live longer than a female if both are randomly selected from the population at birth.