Anders Ljungberg har doktorerat i processorientering och är flitigt anlitad som konsult, utbildare och föredragshållare. Tillsammans med Everth Larsson har han också skrivit boken ”Processbaserad verksamhetsutveckling”, som används som kurslitteratur vid universitet i Sverige och Finland.
Anders Ljungberg: ”Processorientering behöver inte vara så komplicerat”
Processorientering
Med stigande krav på ständiga förbättringar och snabba leveranser ökar också kraven på effektiva processer. Men det behöver inte vara så komplicerat, menar Anders Ljungberg, vd på Trivector LogiQ. Huvudsaken är att rätt personer involveras och att processerna kommer till användning.

Krångla inte till det i processorienteringen. Det behöver inte vara så svårt. FOTO: Adobe Stock
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Processorientering står i dag högt på agendan i de flesta organisationer på både privata och offentliga sidan, konstaterar han. Samtidigt finns det många olika uppfattningar om vad det egentligen handlar om.
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