Svenska vd:ar är mer oroliga för riskerna med generativ AI än de andra cheferna i företagsledningen, visar undersökningen Responsible AI Pulse som EY genomfört. Ledningen i stort tenderar i stället att överskatta bolagets riskhantering, som i många fall är otillräcklig.
Företag underskattar AI:s risker – men vd:ar delar allmänhetens oro
AI
Många företag saknar en holistisk syn på AI, enligt Charlotta Kvarnström, AI-expert på EY, som tagit fram den globala rapporten Responsible AI Pulse. Detta kan ligga bakom företagens tendens att underskatta AI:s risker, och överskatta allmänhetens optimism. Men svenska vd:ar känner mer oro för vad AI-utvecklingen ska föra med sig.

Foto: press/Adobe Stock
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– Överskattningen inom företagsledningen beror på att man saknar ett holistiskt perspektiv. Det många ser som ett fullgott kontrollsystem finns inte integrerat i alla väsentliga delar, säger Charlotta Kvarnström som är partner och rådgivare inom teknik-, media- och telekommunikationsindustrin på EY.
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


