(TEKST IN HET NEDERLANDS HIERONDER)
Concerne : Vivre seul.e, mais pendant combien d’années ?
La proportion de personnes de 20 ans et plus qui vivent seules augmente tendanciellement depuis 1991, surtout pour les hommes. L’écart femmes – hommes se réduit et à partir des années 2020 la proportion d’hommes vivant seuls dépasserait la proportion de femmes seules.
La présente Brève de l’Institut pour un Développement Durable se propose d’investiguer plus avant les évolutions qui concernent les personnes seules de 20 ans et plus.
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)
Attention : « vivre seul.e » au sens du registre de la population ne dit rien sur la solitude ou l’isolement de la personne concernée. Cet indicateur dit simplement que la personne est la seule domiciliée dans son logement.
Étudier cette population est intéressant pour deux politiques jugées aujourd’hui parmi les plus importantes :
- la politique du logement : la demande en logements par taille est évidemment influencée par l’évolution du nombre de personnes qui vivent seules ;
- la politique climatique : l’empreinte écologique est, toutes choses égales par ailleurs, corrélée à la taille du ménage, certainement pour ce qui est des émissions de gaz à effet de serre.
Quelques constats :
1. Le pourcentage de personnes seules a tendance à augmenter avec l’âge mais avec un « pic » un peu avant 30 ans et un vers 90 ans.
2. La proportion de personnes seules décroît en fin de vie, ce qui s’explique par l’entrée dans des structures d’accueil.
3. Entre 1991 et 2017 la proportion de personnes seules a augmenté pour les 30-65 ans mais baissé après 65 ans. Attention : la baisse entre 1991 et 2017 de la proportion de personnes âgées entre 70 ans et 90 ans seules cache des dynamiques en sens divers :
- la proportion de personnes de 65 ans a baissé jusqu’en 2000 pour augmenter depuis lors, évolution probablement liée à l’effet différé de l’augmentation du nombre de séparations ; avec un décalage de quelques années on observe la même dynamique pour les 70 ans
- on doit donc s’attendre à ce que la proportion de personnes seules de 75 ans commence à remonter dans les années qui viennent
- le recul de la proportion d’isolé.e.s à 80 ans est remarquable (de 46% à 35%) et s’explique par la longévité accrue de la vie en ménage
- la remontée de la proportion des personnes de 90 ans seules depuis 2000 s’explique probablement par une moindre entrée en institution soit parce qu’il manque de places, soit parce que rester chez soi est privilégié dans un contexte de volonté des régions de soutenir ce choix.
4. La proportion de femmes seules décolle à partir de la cinquantaine mais beaucoup plus tard pour les hommes (aux alentours des 80 ans).
5. La proportion de femmes âgées seules a baissé plus entre 1991 et 2017 que la proportion d’hommes âgés seuls.
6. En 2017, il y a proportionnellement plus d’hommes seuls entre 20 et 58 ans et après 95 ans et il y a plus de femmes seules entre 58 et 95 ans ; l’écart hommes-femmes est particulièrement élevé aux environs de 80 ans.
Pour compléter l’analyse, l’IDD a calculé un estimateur de la durée de vie en solitaire. Il s’agit, pour aller à l’essentiel, d’un indicateur synthétique du nombre d’années qu’une personne d’un âge donné doit s’attendre à vivre seule, toutes choses égales par ailleurs.
A 20 ans, l’estimateur de la durée de vie en solitaire est passé, entre 1991 et 2017, de 9,7 années à 12,3 années ; il devrait continuer à croître dans les années à venir et pourrait atteindre 13,9 années en 2030. L’estimateur est plus élevé pour les les femmes, et ce tout au long de la période 1991-2030 ; cependant, l’écart en absolu se réduit pour quasiment disparaître en 2030.
A 65 ans, l’estimateur de la durée de vie en solitaire est passé, entre 1991 et 2017, de 5,7 années à 6,0 années ; il devrait continuer à croître dans les années à venir et pourrait atteindre 6,8 années en 2030 ; la progression est donc moindre qu’à des âges plus jeunes. L’estimateur est ici aussi plus élevé pour les les femmes, et ce tout au long de la période 1991-2030.
Plus d’informations dans la note jointe.
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Betreft : Alleen wonen, maar hoe lang ?
Het aandeel van mensen van 20 jaar en ouder die alleen wonen is sinds 1991 gestegen, vooral voor mannen. De kloof tussen vrouwen en mannen wordt kleiner en vanaf 2020 zal het percentage mannen dat alleen woont groter zijn dan het percentage vrouwen dat alleen woont.
Deze « Brève » van het Instituut voor Duurzame Ontwikkeling stelt voor om de ontwikkelingen met betrekking tot personen van 20 jaar en ouder die alleen leven verder te onderzoeken.
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)
Waarschuwing : « alleen wonen » in de zin van het bevolkingsregister zegt niets over de eenzaamheid of het isolement van de betrokkene. Deze indicator zegt eenvoudigweg dat de persoon de enige is die daar zijn domicilie heeft.
Het bestuderen van deze populatie is interessant voor twee belangrijke beleiden : huisvestingsbeleid en klimaatbeleid (de ecologische voetafdruk is, voor het overige gelijk, gecorreleerd met de grootte van het huishouden, zeker als het gaat om de uitstoot van broeikasgassen).
Een paar observaties :
1. Het percentage die alleen leven neemt toe met de leeftijd, maar met een « piek » iets voor de leeftijd van 30 jaar en één rond de leeftijd van 90 jaar.
2. Aan het einde van het leven neemt het aantal alleen levende mensen af, wat kan worden verklaard door de intrede in zorginstellingen.
3. Tussen 1991 en 2017 is het aandeel van alleenstaande 30- tot 65-jarigen gestegen, maar gedaald voor 65-plussers.
4. Het aandeel vrouwen die alleen leven neemt toe vanaf de leeftijd van 50 jaar, maar veel later voor mannen (rond de leeftijd van 80 jaar).
5. Het percentage alleenlevende oudere vrouwen is tussen 1991 en 2017 meer gedaald dan het percentage alleenstaande oudere mannen.
6. In 2017, tussen 20 en 58 jaar et na 95 zijn er proportionneel meer mannen dan vrouwen die alleen leven ; tussen 58 en 95 jaar ziijn er meer vrouwen ; de kloof tussen mannen en vrouwen is bijzonder groot rond de leeftijd van 80 jaar.
Om de analyse af te ronden heeft het Instituut voor Duurzame Ontwikkeling een synthetische indicator ontwikkeld van het aantal jaren dat een persoon van een bepaalde leeftijd mag verwachten om alleen te leven, waarbij alle andere zaken gelijk zijn.
Op de leeftijd van 20 jaar is dat indicator gestegen van 9,7 jaar in 1991 tot 12,3 jaar in 2017; het is hoger voor vrouwen in de gehele periode 1991-2030 ; de kloof in absolute termen wordt echter kleiner en zal in 2030 bijna verdwijnen.
Op 65 jarige leeftijd is dat indicator tussen 1991 en 2017 gestegen van 5,7 jaar naar 6,0 jaar en zal waarshijnliijk blijven stijgen (6,8 jaar in 2030)Â ; ook hier is de indicator hoger voor vrouwen in de periode 1991-2030.
Meer informatie in de bijgevoegde nota.