Specialistens fyra supertips: Så lyckas ni med det digitala samarbetet

Samarbetsverktyg Filipa Lourenco på Redpill Linpro är psykologen som blev expert på digitala arbetsplatser. Vi har pratat med henne om teknikutveckling och marknadstrender. Dessutom delar hon med sig av sina bästa tips för hur du lyckas bäst med att rulla ut ett nytt samarbetsverktyg. 

Specialistens fyra supertips: Så lyckas ni med det digitala samarbetet
Filipa Lourenco, foto: Redpill Linpro.

För en utomstående kan kopplingen mellan teknik och beteendevetenskap framstå som oklar men för digital workplace-experten Filipa Lourenco har sambandet med åren blivit glasklart.

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.

 Hon kom till Sverige och Karlskrona från hemlandet Portugal med en psykologexamen i ryggen men mötte en ganska tuff arbetsmarknad och valde att i stället satsa på ett annat stort intresse, teknik och it.

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