Lär av proffset hur du speedar upp tillväxten

Tillväxt Många små och medelstora företag (SME) är på jakt efter snabb tillväxt. Möjligheterna lockar, men riskerna är också många. Fredrik Josefsson är expert på expansionsresor för SME-företag – här delar han med sig av framgångsfaktorerna bakom snabb tillväxt som är icke-organisk.

Lär av proffset hur du speedar upp tillväxten
Fredrik Josefsson. Foto: SEB

Vill ni snabba på tillväxttakten? Det finns flera alternativ till organisk tillväxt, men det gäller att veta vad man gör – och se upp med fallgroparna. Fredrik Josefsson, Head of Entrepreneurs and High Growth på SEB, rekommenderar företagare som söker snabb expansion att göra sin hemläxa ordentligt.

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.

– Det är viktigt att analysera interna och externa faktorer, och att väga fördelar och nackdelar med snabb expansion, säger han.

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