Det finns en allmän föreställning att de flesta förändringsprojekt misslyckas, som har sin grund i den välkände förändringsforskarens John P Kotters syn, där han pekade på att 70 procent av alla förändringsprojekt misslyckas.
Så hanterar du förändringens fem fallgropar
Förändringsledning Det är större möjligheter att lyckas med ett förändringsprojekt än man tror. Det menar författarna till den nyutkomna boken ”Förändringens fem fallgropar – och hur du undviker dem”, Mikal Björkström och Ola Rosenlind. Men då gäller det att ha strategier för hur man undviker fallgroparna.

Varje förändring utmärks av ett antal utmaningar. Foto: Stock Adobe.
Någonting är fel
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– Med vår bok har vi velat utmana det synsättet, bland annat eftersom det är svårt att definiera vad ett misslyckande egentligen är i ett sådant sammanhang, säger Mikal Björkström. Dessutom förekommer en allt större kritik mot dessa siffror inom litteraturen där man exempelvis framför betydelsen av att se på hur olika typer av utfall sker över tid.
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