5 nycklar när du ska välja strategimodell

Strategi När man ska utforma en strategisk process finns en uppsjö av teorier, modeller och verktyg att välja mellan. Innan man går in i en strategiprocess gäller det att göra aktiva val.

5 nycklar när du ska välja strategimodell
Fokus på logik i strategiprocessen. Foto: Stock Adobe

Det viktigaste vid valet är att inte bli fången i en arbetsmodell som inte passar för ändamålet.

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.

Fakta

Harry Wallenholms och Anders Baudes modifierade Playing to win-modell

  1. Vilken är vår ambition – vad betyder framgång för oss?
  2. Hur når vi dit – vilka vänder vi oss till och hur gör vi för att nå framgång hos dem?
  3. Vilka förmågor behöver vi – vilka är nyckelförmågorna som gör vår affärsverksamhet/verksamhetsmodell framgångsrik.
  4. Vilket ledningssystem behöver vi – hur ska vi leda och styra mot framgång i linje med våra strategiska val?

– Gå inte på slentrian, utan fundera över vilka perspektiv som är viktigast just nu. Är det till exempel att säkra ett snabbt genomförande i en förändringstrött organisation eller är det att göra en bred omvärldsanalys? säger Anders Baude, seniorkonsult vid managementkonsultföretaget Implement Consulting Group.

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