AI som ett verktyg för att skapa social hållbarhet

Social hållbarhet AI, Artificiell intelligens, kan vara ett smart verktyg inom hållbarhetsarbetet – även när det kommer till social hållbarhet. Det säger Marcus Weiland, vice vd på AI-företaget Savantic och delprojektledare i Smart Built Environments satsning Kraftsamling - AI i samhällsbyggandet.

AI som ett verktyg för att skapa social hållbarhet
AI kan användas i arbetet med social hållbarhet. Foto: Adobe Stock

– Med hjälp av Artificiell intelligens kan man analysera stora mängder data och hitta mönster som man använder till att göra prognoser. AI gör att man kan fatta mera faktabaserade beslut, säger Marcus Weiland.

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    AI kan skapa nyttor inom samhällsbyggnad. Exempeln är många: inom logistik och transporter, prognoser över hur regn kommer att påverka städer och bebyggelse i framtiden, automatisering och effektivisering av processer som bygglov, inom återbruk och inom stadsplanering.

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