5 nycklar när du ska välja strategimodell

Verksamhetsutveckling När man ska utforma en strategisk process finns det 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
Harry Wallenholm och Anders Baude har tillsammans skrivit boken Strategiprocessen. Foto: Adobe Stock

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.

– 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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