Statistics Finland

Statistics Finland (Finnish: Tilastokeskus, Swedish: Statistikcentralen) is the national statistical institution in Finland, established in 1865 to serve as an information service and to provide statistics and expertise in the statistical sciences. The institution employs more than 1,000 experts from varying fields.

すべてのデータセット: A H N
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    • Households' Net Wealth by Wealth Decile
      6月 2021
      ソース： Statistics Finland
      アップロード者： Knoema
      以下でアクセス： 08 6月, 2021
      データセットを選択
      Description of statisticConcepts and definitions... confidentialData in euros are given in the value of the latest statistical year. Statistical unit: household (household population).
  • N
    • Net Wealth Shares (%), Means, Medians and Maximum Values of Net Wealth Decile Groups, Finland
      6月 2018
      ソース： Statistics Finland
      アップロード者： Knoema
      以下でアクセス： 29 11月, 2018
      データセットを選択
      Data cited at: Statistics Finland  http://www.stat.fi/index_en.html Publication: 009 -- Net wealth shares (%), means, medians and maximum values ​​of net wealth decile groups in 1987 - 2016 http://pxnet2.stat.fi/PXWeb/pxweb/en/StatFin/StatFin__tul__vtutk/statfin_vtutk_pxt_009.px License: http://creativecommons.org/licenses/by/4.0/ The figures for 1987-2004, 2009, 2013 and 2016 are not fully comparable with each other. Significant methodological changes in 2009. Years 2009, 2013: no information on savings and investment insurance policies. Years 1987,1988: no information on other residences and private pensions. Years 1987-1994: no information on forests and mutual funds. Years 1987-2004: no information on farm land and business wealth. Data in EUR are in year 2016 prices. Median and quartiles are conditional on owning the asset. Mean is average over all households. .. = sample size less than 100. The figures for 1987-2004, 2009, 2013 and 2016 are not fully comparable with each other. Description of statistics Concepts and definitions Data   Households in population Kotitalouksia perusjoukossa Median Conditional median