SIS, som ger ut en rad standarder, bland annat ISO-familjen, arbetar nu med att ta fram världens första specifika standard för effektivt ledningsgruppsarbete. Det finns sedan 2019 en vägledning WA3 som ska bli till en fullvärdig standard. Ulric Rudebeck, som har mer än 40 års erfarenhet från hundratals olika ledningsgrupper, i tusentals möten, sitter i deras tekniska kommitté för det arbetet.
7 steg för en bättre ledningsgrupp
Ledningsgruppen
Om man vill arbeta effektiv i sin ledningsgrupp och ta ett kliv framåt kan användningen av en standard förbättra gruppklimatet och kvaliteten i besluten. Här finns sju steg.

En fungerande ledningsgrupp kan åstadkomma stordåd. Foto: Stock adobe.
Någonting är fel
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– Vi räknar med att komma ut med en remiss nu i höst och ha en fullständig standard under hösten 2023, berättar han.
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