Det finns många modeller för förändringsledning. I del tre av Kvalitetsmagasinets utbildnings-tv om förändringsledning berättar konsulten Lotta Nordström om varför vi behöver modeller i förändringsarbetet.
Tv: Fem steg för att bli framgångsrik med Lippitt-Knoster-modellen
Utbildnings-tv Lotta Nordström är förändringsledare på Frontit. I Kvalitetsmagasinets nya serie i Utbildnings-tv om förändringsledning är hon experten. Nu är det dags att fördjupa oss i Lippitt-Knoster-modellen.

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.
Kvalitetsmagasinet premium
Läs vidare – starta din prenumeration
Redan prenumerant? Logga in och läs vidare.
Därefter fördjupar hon kunskapen om Lippitt-Knoster som är en modell som har fem faktorer för framgång – där alla behöver vara uppfyllda för att utvecklignsinitiativet ska vara framgångsrikt.
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


