Forskning: Så kan man prioritera resurser inom välfärden

Effektivisering Nästan tre decennier har gått sedan etiska principer togs fram för att kunna prioritera och resursfördela inom hälso- och sjukvården. Nu visar forskare hur andra verksamheter kan göra för att resursfördela i tider av kris eller välstånd.

Forskning: Så kan man prioritera resurser inom välfärden
Foto: Olivia Hugoo

Kommuner har begränsade resurser samtidigt som de ska leva upp till sitt lagstiftade välfärdsuppdrag. Ändå är arbetet för systematiskt prioriteringsarbete inte särskilt utvecklat inom den kommunala sektorn. Det önskar dock forskare från Prioriteringscentrum vid Linköpings universitet ändra på. Nu presenterar de en modell för prioriteringsarbete i kommuner.

Någonting är fel

Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.

Barbro Krevers och Karin Bäckman, biträdande professor respektive centrumsamordnare vid Prioriteringscentrum, utgår från Hälso- och sjukvårdslagen och de tre etiska principerna för prioritering och resursfördelning som togs fram för tre decennier sedan. Redan då hoppades utredarna att de framtagna principerna skulle börja gälla inom andra välfärdsområden som berör människors trygghet – alltså mycket av det arbete kommuner står för. Men åren gick och systematiskt prioriteringsarbete av detta slag fick inte genomslag inom den kommunala sektorn, med undantag för några enstaka exempel.

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