Radikal oförutsägbarhet fordrar en agil ekonomisk planering

Verktygslådan Jakob Hartzell på Board säger att det sekelgamla budgettänkandet behöver kompletteras, då dagens osäkra omvärld innebär att årsplaneringen inte längre fungerar som effektivt styrmedel.

Radikal oförutsägbarhet fordrar en agil ekonomisk planering
Jakob Hartzell

Kerstin Ollesson, Ekan Management, menar att den gamla budgetmodellen bör omprövas då den riskerar drivna upp företagets kostnader och hämma tillväxten.

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.

Ett centralt tema var hur det är möjligt att skapa en mer flexibel planering och styrning av egna verksamheten i en oförutsägbar omvärldsmiljö med snabbt skiftande förutsättning. Ekonomi- och verksamhetsstyrning har varit sena på den bollen, där IT-sektorn tidigt insåg fördelen med agila processer och verktyg redan för 20 år sen.

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