Vi börjar med att säkerställa att vi pratar om samma sak: Ett ledningssystem är ledningens sätt att säkerställa att verksamheten styrs enligt riktlinjerna. Det finns många definitioner, men de flesta går ut på samma sak. ”Högsta ledningens verktyg”, menar Canea som lägger till ”samtidigt ett stöd för alla medarbetare i deras dagliga arbete”. ”Verktyg för högsta ledningen”, anser Svenska insititutet för standarder, Sis, som också betonar medarbetarna.
Så utvecklas ledningssystemen
Ledningssystem Det finns en tydlig riktning framåt för de svenska ledningssystemen. Men de experter som Kvalitetsmagasinet pratar med efterlyser ändå fortsatt utveckling – ett ledningssystem blir aldrig färdigt.

Någonting är fel
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Kvalitetsmagasinet premium
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Arbetsmiljöverket har en lite annan definition. ”Ett långsiktigt, målmedvetet och systematiskt arbetssätt med siktet inställt på ständiga förbättringar, det vill säga att sätta upp mål, genomföra uppgifter med hög kvalitet, kunna följa upp resultat och lära sig av dem, och förbättra olika processer”.
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


