När kraven på hållbara värdekedjor skärps, särskilt genom nya EU-direktiv, gäller det att företagens processer håller måttet. Anna Lindstedt, ESG-expert på Stratsys, förklarar hur du bygger en effektiv och riskbaserad due diligence-process i inköpsarbetet.
Experten: Så säkrar du en hållbar leverantörskedja – utan att drunkna i krav
CSDDD Genom att fokusera på risk snarare än volym kan företag arbeta smartare och skapa verklig kontroll i sina leverantörsled. Här är fyra steg som gör processen både effektiv och hållbar.

Anna Lindstedt, ESG-expert på Stratsys. Foto: Adobe stock / Pressbild.
Någonting är fel
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– Det handlar om att vara effektiv med inköpsresurser, så att man lägger insatsen där den gör mest nytta och där det krävs, säger hon.
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


