När artificiell intelligens flyttar in i kontorsmiljön handlar det om praktisk nytta. Enligt Ted Schönbeck är den största förändringen inte att företag får tillgång till nya verktyg, utan att man nu kan använda företagsdata på ett helt nytt sätt.
Googlechefen om nya AI-eran: Så blir tekniken en konkurrensfördel för vd:n
AI
AI räknas inte längre som en nykomling på teknikområdet. Men det gäller att fortsatt hänga med för att kunna nyttja tekniken på bästa sätt. Här berättar Ted Schönbeck nordisk CTO på Google Cloud, om hur vd:n kan använda AI för att fatta klokare beslut och stärka samarbetet i ledningsgruppen.

Foto: Pressbild.
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– Det är först när du kan prata med din egen data, på vanligt språk, som den verkliga kraften i AI blir tydlig, säger Ted Schönbeck.
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


