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Members of households in arrears on mortgage or rent payments by sex and income quintiles 2004-2018

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12/3/2019
Percent/number
2004-2018
LIF03332
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The respondent is asked if the household has been in arrears on mortgage or rent in the previous twelve months due to financial difficulties.
Estimates for 2018 are preliminary

Income quintiles

Total

Here the disposable income distribution has been divided into 5 equal parts, so called income quintiles. Here the income quintiles are defined and analysed on an individual level. Each individual is considered to be on the same income quintile as the other members of their household. This is in accordance with the defnition of disposable household income.

Unit

Rate of individuals (%)

The results come from Statistics on Income and Living condition survey (SILC). The general research unit in SILC is the household. The sample is drawn on a random basis from the National Registry of Persons. The selected respondent provides all information about the living condition of the household, their own conditions and the conditions of all other household members. Here the data is analysed at the individual level and the circumstances of the houshold are assumed to apply for all individuals belonging to that household.

Rate lower bounds (%)

The results come from Statistics on Income and Living condition survey that is based on a sample of the population and therefore there is uncertainty surrounding the results. To estimate this uncertainty confidence intervals are calculated. The confidence interval estimates how exactly the sample value represents the true value of the population. With 95% certainty the true estimate is contained within the upper and the lower bounds.
The 95% confidence interval used here does not fall below 0 and is assymmetrical, ie. the lower and upper bounds can be unequal.

Rate upper bounds (%)

The results come from Statistics on Income and Living condition survey that is based on a sample of the population and therefore there is uncertainty surrounding the results. To estimate this uncertainty confidence intervals are calculated. The confidence interval estimates how exactly the sample value represents the true value of the population. With 95% certainty the true estimate is contained within the upper and the lower bounds.
The 95% confidence interval used here does not fall below 0 and is assymmetrical, ie. the lower and upper bounds can be unequal.

Number of individuals

The results come from Statistics on Income and Living condition survey (SILC). The general research unit in SILC is the household. The sample is drawn on a random basis from the National Registry of Persons. The selected respondent provides all information about the living condition of the household, their own conditions and the conditions of all other household members. Here the data is analysed at the individual level and the circumstances of the houshold are assumed to apply for all individuals belonging to that household.

Number lower bounds

The results come from Statistics on Income and Living condition survey that is based on a sample of the population and therefore there is uncertainty surrounding the results. To estimate this uncertainty confidence intervals are calculated. The confidence interval estimates how exactly the sample value represents the true value of the population. With 95% certainty the true estimate is contained within the upper and the lower bounds.
The 95% confidence interval used here does not fall below 0 and is assymmetrical, ie. the lower and upper bounds can be unequal.

Number upper bounds

The results come from Statistics on Income and Living condition survey that is based on a sample of the population and therefore there is uncertainty surrounding the results. To estimate this uncertainty confidence intervals are calculated. The confidence interval estimates how exactly the sample value represents the true value of the population. With 95% certainty the true estimate is contained within the upper and the lower bounds.
The 95% confidence interval used here does not fall below 0 and is assymmetrical, ie. the lower and upper bounds can be unequal.