4-dagarsvecka testas i Sverige – ”satsa på hållbara lösningar”

Medarbetare Försök med 4-dagarsvecka är i gång i Sverige. Kan man behålla och till och med öka produktiviteten och samtidigt korta arbetstiden med 20 procent?
– Det handlar om att optimera, snarare än att maximera, säger Anna-Carin Alderin, en av personerna bakom studien.

4-dagarsvecka testas i Sverige – ”satsa på hållbara lösningar”
Anna-Carin Alderin är initiativtagare till 4 Day Week i Sverige och nationell partner till 4 Day Week Global. Foto: Pressbild

Den 13 november i år gick startskottet för den första nationella forskningsstudien kring en 4-dagarsvecka i Sverige. Den är initierad av Anna-Carin Alderin via 4 Day Week Sverige och genomförs i samarbete med Handelshögskolan i Stockholm och Karlstads universitet, under ledning av forskaren Lena Lid Falkman.

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.

4-dagarsvecka har redan testats i flera länder, och studier utförda av 4 Day Week Global pekar på positiva effekter som ökad omsättning, samt ökad arbetsförmåga och minskad sjukfrånvaro för medarbetare. Allt var dock inte optimalt med fyradagarsveckan. Som VD-tidningen har berättat tidigare mådde de som arbetade fyra dagar inte signifikant bättre än dem som arbetade fem dagar. De uppgav även en högre grad av utbrändhet.

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