Så ska ledningsgruppen se ut

Ledningsgruppen Hur ska en bra ledningsgrupp se ut? Här är tre experter som tycker att den traditionella sammansättningen av ledningsgruppen behöver utvecklas.

Så ska ledningsgruppen se ut
Ledningsgruppen behöver vara snabbfotad. Foto: Adobe stock

De flesta företag har valt att organisera sitt lednings- och styrningsarbete tämligen likartat via en eller flera ledningsgrupper. Kristina Hane, utvecklingsstrateg på Sobona, de kommunala företagens arbetsgivarorganisation, tror att den traditionella ledningsgruppen kommer att förpassas till historien.

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.

– Den baseras på idéer från början av 1900-talet, det vill säga klassiskt hierarkiskt och det fungerar inte längre. I snabbföränderliga tider behöver ledningsgruppen vara snabbfotad och ha rätt kompetens för att kunna fatta bra beslut, säger hon.

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