Inom cybersäkerhetsvärlden är observerbarhet ett begrepp som beskriver den samlade förmågan att analysera data från en mängd olika system och enheter, dels för att upptäcka eventuella problem och hot i realtid, men även för att analysera orsaken till befintliga störningar.
Splunk-chefen: ”Lönsamt att investera i observerbarhet”
säkerhet Allt fler organisationer får upp ögonen för cybersäkerhetsområdet observerbarhet. Splunks Norden-chef Anders Stinger berättar om fördelarna med att upptäcka potentiella hot på ett tidigt stadium.

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Därigenom kan företag upptäcka problemen redan innan de orsakar störningar i sin verksamhet och ges därmed möjlighet att minska nedtiden, vilket annars riskerar att bli mycket kostsamt. Genom att analysera orsaken till befintliga störningar kan företag hantera problemen mer effektivt.
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