Biologisk mångfald kan bevaras med hjälp av AI

Innovation Insatser för att skydda utrotningshotade arter begränsas ofta av ekonomiska förutsättningar. En grupp forskare har nu tagit fram mjukvara för att ta reda på var man mest effektivt kan etablera skyddade områden för att hindra att arter försvinner i en region eller ett land.

Biologisk mångfald kan bevaras med hjälp av AI
Avskogning i Brasiliens Atlantiska regnskog har ökat med 125 procent förra året och drivs främst av konsumtionen av kött. Fotograf: Alexandre Antonelli

Att effektivt skydda naturens alla arter kompliceras av det ökande mänskliga trycket på ekosystemen och den eskalerande klimatkrisen.

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