Flera studier har under årens lopp visat på stora kvalitetsskillnader inom svensk skola. Men vad är det egentligen som driver resultat? Vilka är framgångsfaktorerna? Academedia, som är norra Europas största utbildningsföretag, kommer från och med höstterminen att använda en ny kvalitetsmodell som bygger på kvalificerade sambandsanalyser.
Academedias nya kvalitetsmodell bryter ny mark
Kvalitetsmodell Det går trögt med kvalitetsarbetet inom välfärden anser Academedias kvalitetschef. Efter åratal av diskussioner inom skolan har man ännu inte lyckats ta fram gemensamma kvalitetsmått. Nu lanserar Academedia en egen modell.

Ingela Gullberg, Academedia har tagit hjälp av bland andra Statistiska Centralbyrån för att utveckla ett eget kvalitetsmått.
Någonting är fel
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Academedia driver över 600 förskolor, grundskolor, gymnasier och vuxenutbildning i Sverige, Norge och Tyskland med cirka 180 000 barn, elever och vuxenstuderande. Koncernen bildades 1996 och har därefter växt genom både förvärv och organisk tillväxt.
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