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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