Mångfald i ledningsgruppen visar nya vägar till framgång

Ledningsgruppen Hellre mångfald än enfald brukar det heta. Men är det så att en ledningsgrupp med personer med olika kön, ålder, etnicitet och erfarenhet fattar bättre beslut? Forskningen är inte helt entydig på den punkten.

Mångfald i ledningsgruppen visar nya vägar till framgång
Lena Abrahamsson, Michael Soderling och Stefan Tengblad.

Det finns en allmän uppfattning om att mångfald berikar, inte minst när det kommer till ledningsgrupper. I en undersökning från Allbright, en ideell stiftelse som verkar för meritokrati inom näringslivet, uppger nio av tio av de svenska börsbolagen att mångfald och inkludering är affärskritiska frågor, men också att två av tre anser att arbetet är svårt och utmanande.

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.

Enligt Lena Abrahamsson, professor i arbetsvetenskap på Luleå tekniska universitet, har det ändå hänt mycket inom mångfald, i synnerhet när det gäller jämställdhet på ledningsnivå inom både privata näringslivet och offentlig förvaltning.

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