Det centrala i rapporten är att byggnader, kvarter och bostadsområden inte kan ses som isolerade enheter.
Fastighetssektorn måste samarbeta för att klara klimatutmaningarna
Fastighetsbranschen
För att klara den stora klimatutmaningen krävs samordning mellan fastighetssektorn och andra sektorer.
Det visar en ny rapport som gjorts av forskare vid Blekinge Tekniska Högskola.

Samordning krävs för att lösa klimatutmaningarna inom fastighetssektorn, enligt rapporten. Foto: Adobe Stock
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.
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Utan de ska ses som delar av flera system – både vad gäller det befintliga beståndet och nybyggnation.
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
