Så kommunicerar du i förändringskurvans fyra steg

Förändringsledning Kommunikation är ett av nyckelverktygen i förändring. Ett tips är att anpassa kommunikationen efter var människorna befinner sig i den så kallade förändringskurvan. Det är enkelt men glöms ofta bort då man fokuserar mer på förändringen än på människorna.

Så kommunicerar du i förändringskurvans fyra steg
Mottagarperspektivet är det allra viktigaste när man kommunicerar i förändring menar.Cath Blomqvist.

Cath Blomkvist, Västerås, driver sedan 20 år det egna företaget Comcath. Efter att ha ansvarat för kommunikation i stora förändringsprojekt som Ericssons första stora neddragning 1997 och bolagiseringen av det Tekniska verket i Västerås utformade hon en metod som hon kallar Mangometoden.

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 utbildar både chefer, ledare, processledare, projektledare och förändringsledare. Det handlar både om målgrupps- och situationsanpassad kommunikation som följer förändringens olika faser.

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