Aldrig någonsin tidigare har förändringstakten och oförutsägbarheten varit så hög som nu. Inte minst coronakrisen illustrerar med all önskvärd tydlighet hur snabbt saker och ting kan förändras och hur instabilt och känsligt vårt moderna samhälle är för störningar.
Så omvandlar du osäkerheten till kreativitet
Kreativitet
När omvärlden skakar krävs chefer med ett utforskande arbetssätt och förmåga att omvandla medarbetarnas osäkerhet till kreativitet och nya smarta lösningar.
– I det nya innovationssamhället måste organisationer förhålla sig till både kaos och osäkerhet. En bra ledare är ödmjuk inför det okända och skapar trygghet så att medarbetarna vågar ge sig ut på främmande vatten, säger innovationspsykologen Leif Denti.

I en osäker värld lotsar en bra ledare medarbetarna genom känslozonerna. Bild Adobe Stock.
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.
VD-tidningen premium
Läs vidare – starta din prenumeration
Redan prenumerant? Logga in och läs vidare.
Det får i sin tur påverkan på innovationsarbetet ute i företagen. Företagen famlar och har svårt att veta vilka behov som kunderna har, än mindre vilka som är konkurrenterna.
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


