Kai Wiklund, organisationskonsult hos Provins fem, brottas ständigt med frågan hur man får till en optimalt fungerande ledningsgrupp. Han lyfter fram fem fallgropar som ständigt dyker upp i hans arbete med ledningsgrupper. Dessa fallgropar har formulerats i den forskning som psykologen Henning Bang, verksam vid Oslo universitet, gjort. Provins fem har under de senaste åren haft ett nära samarbete med honom.
5 fallgropar för ledningsgruppen
Ledningsgruppen
Vad är det som gör att vissa ledningsgrupper fungerar bra och andra inte? Vilka fallgropar finns det och hur ska man fixa till en grupp som inte går i takt?

Som vd finns det mycket att göra för att skapa en fungerande och kraftfull ledningsgrupp. Foto: Stock Adobe.
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Den första fallgropen är bristande enighet om ledningsgruppens funktion, syfte och uppgifter. Kai Wiklund konstaterar att den viktigaste frågeställningen är: Varför finns ledningsgruppen?
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


