Andrea Fried är biträdande professor vid avdelningen för företagsekonomi vid Linköpings universitet samt medlem i forskningsrådet på Institutionen för ekonomisk och industriell utveckling, IEI, och forskarutbildningsnämnden vid Filosofiska fakulteten.
Positiva och negativa effekter av standarder
Standarder
Vilken är nyttan med standarder? Privata och offentliga aktörer som baserar sina investeringar och strategiska beslut på standarder måste vara medvetna om att de kan ge upphov till både positiva och negativa effekter, betonar Andrea Fried, forskningsledare på Linköpings universitet.

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2010 initierade hon forskningsprogrammet DaDriS, där experter inom bland annat innovation, ekonomistyrning, organisationsteori och affärsinformationssystem undersöker de faktiska effekterna av standarder. Erfarenheterna har hon sammanställt bland annat i boken ”Understanding Deviance in a World of Standards”.
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


