Den sociala distansen påverkar människors köpbeteenden, vilket även påverkar detaljhandeln från grunden.
Så påverkar coronaviruset detaljhandeln
Konsumtion Ökat fokus på hållbarhet och mer lokal shopping väntas bli några av konsekvenserna när coronaviruset drar fram, menar forskare vid Handelshögskolan i Stockholm.

Foto: StockAdobe
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Forskare från Handelshögskolan i Stockholm har studerat hur det nya normaltillståndet kan se ut inom detaljhandeln efter coronavirusets framfart.
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