Så skapas den effektfulla ledningsgruppen

Ledningsgruppen I den mogna ledningsgruppen behöver vd:n inte lägga sig i arbetet så mycket. Men hur når man dit? MTAM-modellen är ett verktyg som kan ge effekt.

Så skapas den effektfulla ledningsgruppen
John Ylander. Foto: MTAM-gruppen

John Ylander är senior managementkonsult med en bakgrund som forskare inom ledarskap och organisationsutveckling. Han och kollegan Christian Sandblom driver MTAM-Gruppen som har utvecklat unika verktyg för ledningsgruppsutveckling. Många beskriver den framgångsrika ledningsgruppen med ordet ”effektiv”. John Ylander föredrar att kalla den ”effektfull”.

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.

– Effektivitet handlar om att göra mycket på kort tid med befintliga resurser. Effektfullhet handlar om att se på vad som blir effekten av det som görs och kräver att ledningsgruppen har ett upparbetat omdöme, förklarar han. En mogen ledningsgrupp fattar beslut med insikt om de långsiktiga effekterna. Effektfullhet innebär att ha omdöme och kapabilitet att bedöma om besluten leder till de önskade resultaten.

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