Så skapas den effektfulla ledningsgruppen

Kvalitetsutveckling 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
ohn Ylander är senior management consultant och vd på MTAM-Ggruppen AB. 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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

Kunskapsmaterial

Utbildnings-tv

Hämtar fler artiklar
Till startsidan
Kvalitetsmagasinet

Kvalitetsmagasinet Premium

Full tillgång till strategiska artiklar och smarta verktyg för bland annat verksamhetsutveckling, kvalitetssystem och ledarskap.