Human capital composite index in Hungary

Hungary: Human capital composite index was 0.5248 standard deviations from the yearly mean in 2024. β–Ό Falling

Latest (2024)
0.5248 standard deviations from the yearly mean
Change on year
up 0.6%
World rank
53rd
of 202 countries
All-time high
0.5866 standard deviations from the yearly mean
in 2003
All-time low
0.0556 standard deviations from the yearly mean
in 2020
Years of data
24
2001–2024

Human capital composite index in Hungary, 2001–2024

00.20.40.62001201220242001: 0.515 standard deviations from the yearly mean2002: 0.514 standard deviations from the yearly mean2003: 0.587 standard deviations from the yearly mean2004: 0.521 standard deviations from the yearly mean2005: 0.463 standard deviations from the yearly mean2006: 0.512 standard deviations from the yearly mean2007: 0.441 standard deviations from the yearly mean2008: 0.361 standard deviations from the yearly mean2009: 0.265 standard deviations from the yearly mean2010: 0.305 standard deviations from the yearly mean2011: 0.304 standard deviations from the yearly mean2012: 0.214 standard deviations from the yearly mean2013: 0.232 standard deviations from the yearly mean2014: 0.325 standard deviations from the yearly mean2015: 0.282 standard deviations from the yearly mean2016: 0.221 standard deviations from the yearly mean2017: 0.255 standard deviations from the yearly mean2018: 0.196 standard deviations from the yearly mean2019: 0.106 standard deviations from the yearly mean2020: 0.056 standard deviations from the yearly mean2021: 0.302 standard deviations from the yearly mean2022: 0.287 standard deviations from the yearly mean2023: 0.522 standard deviations from the yearly mean2024: 0.525 standard deviations from the yearly mean

Source: Statizoid (derived). Measured in standard deviations from the yearly mean.

Analysis

In 2024, human capital composite index in Hungary stood at 0.5248 standard deviations from the yearly mean.

That represents a change of up 0.6% on the previous year and up 61.4% over ten years.

Over the whole period, human capital composite index in Hungary peaked at 0.5866 standard deviations from the yearly mean in 2003 and was at its lowest, 0.0556 standard deviations from the yearly mean, in 2020.

Hungary ranks 53rd of 202 countries on this measure, in the middle of the range.

The long-run direction has been consistently falling across the 24 years of available data.

Averages by decade

DecadeAverage LowestHighest Years
2000s 0.4644 standard deviations from the yearly mean 0.2653 standard deviations from the yearly mean 0.5866 standard deviations from the yearly mean 9
2010s 0.2442 standard deviations from the yearly mean 0.1062 standard deviations from the yearly mean 0.3252 standard deviations from the yearly mean 10
2020s 0.3383 standard deviations from the yearly mean 0.0556 standard deviations from the yearly mean 0.5248 standard deviations from the yearly mean 5

Countries ranked near Hungary

  1. 50 Colombia 0.5654 standard deviations from the yearly mean compare
  2. 51 Moldova 0.5606 standard deviations from the yearly mean compare
  3. 52 Mexico 0.5293 standard deviations from the yearly mean compare
  4. 54 Norway 0.5245 standard deviations from the yearly mean compare
  5. 55 Argentina 0.5221 standard deviations from the yearly mean compare
  6. 56 Bolivia 0.5145 standard deviations from the yearly mean compare

See the full ranking of 247 places β†’

More education data for Hungary

All data for Hungary β†’

Frequently asked questions

What is human capital composite index in Hungary?
Human capital composite index in Hungary was 0.5248 standard deviations from the yearly mean in 2024, according to Statizoid (derived).
What is the highest human capital composite index recorded in Hungary?
The highest recorded value was 0.5866 standard deviations from the yearly mean in 2003.
What is the lowest human capital composite index recorded in Hungary?
The lowest recorded value was 0.0556 standard deviations from the yearly mean in 2020.
How does Hungary rank for human capital composite index?
Hungary ranks 53rd out of 202 countries with data for 2024.
Is human capital composite index rising or falling in Hungary?
Over the last ten years it is up 61.4%. The long-run trend across the full record is falling.
Where does this Hungary data come from?
The figures come from Statizoid (derived), published as part of Human capital composite index. Statizoid updates them automatically from the source API.

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CSV Β· JSON β€” 24 observations, free to reuse under Derived by Statizoid from the sources named on the page.

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Human capital composite index in Hungary. Statizoid, drawing on Statizoid (derived). Retrieved 17 August 2026, from https://education.statizoid.com/stat/human-capital-composite-index/hungary/

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<a href="https://education.statizoid.com/stat/human-capital-composite-index/hungary/">Human capital composite index in Hungary</a> β€” Statizoid

How this figure is calculated

An equal-weighted index of 4 indicators: Literacy rate, adult total; School enrollment, primary; School enrollment, secondary; Government expenditure on education, total. Each is standardised against that year's spread across all reporting countries before averaging, so a score of 0 is the average country and +1 is one standard deviation above it.

Equal-weighted mean of the standardised inputs below.

Computed from

Statizoid computes this series; the underlying measurements belong to the publishers named above. The arithmetic is applied to every country and year where both inputs report, and nothing is estimated unless the page says so.

About this data

Indicator
Human capital composite index
Unit
standard deviations from the yearly mean
Source
Statizoid (derived)
Licence
Derived by Statizoid from the sources named on the page
Coverage
247 places, 8,876 data points, 1970–2024
Last refreshed

An equal-weighted index of 4 indicators: Literacy rate, adult total; School enrollment, primary; School enrollment, secondary; Government expenditure on education, total. Each is standardised against that year's spread across all reporting countries before averaging, so a score of 0 is the average country and +1 is one standard deviation above it.