I sitt arbete har Mikael Brander, som coachar vd:ar och faciliterar effektiva ledningsteam, mött alltför många ledningsgrupper där medlemmarna inte vet syftet med gruppen, eller vad som förväntas av dem i förhållande till övriga företaget och resultatet.
7 punkter för att få en funktionell ledningsgrupp
Ledningsgruppen
Ledningsgruppen är företagets hjärta, fungerar inte arbetet där får det konsekvenser i hela organisationen. Här måste det finnas en bra balans mellan process och struktur.

Fungerar inte ledningsgruppen kan det stjälpa hela organisationen. Foto: Stock Adobe.
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– Här brukar svaren spreta rejält, säger Mikael Brander.
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


